private static bool runTest1(int testId)
{
mXparser.consolePrint("[" + testId + "] ");
bool testResult = false;
bool syn1;
double value = 0;
double reg = 0;
double sum = 0;
String expStr = "";
Argument x, y, d, n, i, k, m, s, r, t;
Function f, g, h;
switch (testId) {
case 0:
expStr = "";
mXparser.consolePrint("Empty expression string ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
if ( Double.IsNaN(value) )
testResult = true;
mXparser.consolePrint(value + " --> ");
break;
case 1:
expStr = "2+1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2+1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 2:
expStr = "1-2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1-2;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 3:
expStr = "2*5";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2*5;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 4:
expStr = "20/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 20.0/4.0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 5:
expStr = "-2+22";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -2+22;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 6:
expStr = "3-(-5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3-(-5);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 7:
expStr = "+5-(+7)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = +5-(+7);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 8:
expStr = "-5+(-7)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -5+(-7);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 9:
expStr = "-2*(3-5)+7";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -2*(3-5)+7;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 10:
expStr = "5.5*(2-3 + (5.3-7.89)/2)/2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -6.31125;
if ( MathFunctions.abs(value - reg) < 0.00000000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 11:
expStr = "2-(32-4)/(23+(4)/(5))-(2-4)*(4+6-98.2)+4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -171.5764705882353;
if ( MathFunctions.abs(value - reg) < 0.000000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 12:
expStr = "2^3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow(2, 3);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 13:
expStr = "2^(-3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow(2, -3);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 14:
expStr = "2^0.7";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow(2, 0.7);
if ( MathFunctions.abs(value - reg) < 0.00000000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 15:
expStr = "4^3^2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow(4, Math.Pow(3,2));
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 16:
expStr = "(4^3)^2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow( Math.Pow(4, 3), 2);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 17:
expStr = "0.9^0.8^0.7^0.6^0.5";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.914888338607593;
if (MathFunctions.abs(value - reg) < 0.00000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 18:
expStr = "2=2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 19:
expStr = "2=3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 20:
expStr = "2<>3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 21:
expStr = "2<>2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 22:
expStr = "3>2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 23:
expStr = "2>2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 24:
expStr = "3>2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 25:
expStr = "2<3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 26:
expStr = "2<2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 27:
expStr = "3<2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 28:
expStr = "2>=2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 29:
expStr = "3>=2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 30:
expStr = "1>=2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 31:
expStr = "1<=2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 32:
expStr = "1<=1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 33:
expStr = "1<=0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 34:
expStr = "1 & 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 35:
expStr = "1 & -1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 36:
expStr = "1 & 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 37:
expStr = "0 & 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 38:
expStr = "0 & 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 39:
expStr = "1 | -1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 40:
expStr = "0 | -1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 41:
expStr = "1 | 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 42:
expStr = "0 | 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 43:
expStr = "3>2 | 2>3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 44:
expStr = "3>5 | 2>3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 45:
expStr = "not((3>4) & (2>=2))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 46:
expStr = "not(-5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 47:
expStr = "not(0)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 48:
expStr = "if(0,1,2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 49:
expStr = "if(5,1,2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 50:
expStr = "sum(n,1,10,n)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 55;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 51:
expStr = "prod(n,1,5,n)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 120;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 52:
x = new Argument("x",5);
expStr = "sin(x)-sum(n,0,10,(-1)^n*(x^(2*n+1))/(2*n+1)!)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 53:
d = new Argument("d",0.01);
expStr = "pi-2*sum(x,-1,1,d*sqrt(1-x^2),d)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,d);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.01 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 54:
x = new Argument("x",1);
expStr = "1 - ( sin(x)^2+cos(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 55:
x = new Argument("x",1);
expStr = "1 - ( sec(x)^2 - tan(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 56:
x = new Argument("x",1);
expStr = "1 - ( cosec(x)^2 - ctan(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 57:
x = new Argument("x",1);
expStr = "1 - ( cosec(x)^2 - ctan(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 58:
x = new Argument("x",1);
expStr = "1 - ( csc(x)^2 - ctg(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 59:
x = new Argument("x",1);
expStr = "1 - ( sec(x)^2 - tg(x)^2 )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 60:
x = new Argument("x",1);
expStr = "tan(x) - sin(x)/cos(x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 61:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "sin(x+y) - (sin(x)*cos(y)+cos(x)*sin(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 62:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "sin(x-y) - (sin(x)*cos(y)-cos(x)*sin(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 63:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "cos(x+y) - (cos(x)*cos(y)-sin(x)*sin(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 64:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "cos(x-y) - (cos(x)*cos(y)+sin(x)*sin(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 65:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "tg(x+y) - (tg(x)+tg(y)) / (1 - tg(x)*tg(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 66:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "tg(x-y) - (tg(x)-tg(y)) / (1 + tg(x)*tg(y))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 67:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "ctg(x+y) - (ctg(x)*ctg(y)-1) / (ctg(y)+ctg(x))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 68:
x = new Argument("x",2);
n = new Argument("n",10);
expStr = "sin(n*x) - sum(i,0,n,(-1)^i*C(n,2*i+1)*(cos(x)^(n-2*i-1))*(sin(x)^(2*i+1))) ";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,n);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 69:
n = new Argument("n",50);
expStr = "n*2^(n-1) - sum(i,1,n,i*C(n,i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 70:
expStr = "prod(i,2,6,1+1/i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 7.0/2.0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 71:
expStr = "prod(i,1,6,10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Math.Pow(10,6);
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 72:
expStr = "prod(i,1,6,i,0.5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
for (double ii=1; ii<6; ii+=0.5)
reg*=ii;
reg*=6;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 73:
expStr = "sum(n,1,5,prod(i,1,n,n*i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
sum = 0;
for (double nn=1; nn<=5; nn++) {
reg=1;
for (double ii=1; ii<=nn; ii++)
reg*=nn*ii;
sum+=reg;
}
reg=sum;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 74:
n = new Argument("n");
RecursiveArgument fib = new RecursiveArgument("fib","fib(n-1)+fib(n-2)",n);
fib.addBaseCase(0, 0);
fib.addBaseCase(1, 1);
expStr = "sum(n,0,5,fib(n))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,fib);
value = exp[testId].calculate();
reg = 12;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 75:
n = new Argument("n");
RecursiveArgument fact = new RecursiveArgument("fact","n*fact(n-1)",n);
fact.addBaseCase(0, 1);
expStr = "5!-fact(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,fact);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 76:
x = new Argument("x",2);
expStr = "cos(x)-der(sin(x),x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 77:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "-sin(x+y)-der(der(sin(x+y),x),y)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 78:
x = new Argument("x",2);
y = new Argument("y",3);
expStr = "cos(x*y)-x*y*sin(x*y)-der(der(sin(x*y),x),y)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x,y);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 79:
n = new Argument("n",-5);
expStr = "C(n,2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n);
value = exp[testId].calculate();
reg = 15;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 80:
x = new Argument("x",0);
expStr = "der+(abs(x),x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 1;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 81:
x = new Argument("x",0);
expStr = "der-(abs(x),x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = -1;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 82:
x = new Argument("x",4);
expStr = "cos(x)-der(sum(n,0,10,(-1)^n*(x^(2*n+1))/(2*n+1)!),x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(value - reg) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 83:
n = new Argument("n",7);
k = new Argument("k",4);
expStr = "C(n,k) - ( C(n-1,k-1)+C(n-1,k) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 84:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) - prod(i,1,k,n-i+1) / prod(i,1,k,i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 85:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) - prod(i,1,k,(n-i+1)/i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 86:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) - C(n,n-k)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 87:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,0)+C(n,n)+C(0,0)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 3;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 88:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k+1)-C(n,k)*(n-k)/(k+1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 89:
n = new Argument("n",13);
expStr = "2^n-sum(k,0,n,C(n,k))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 90:
n = new Argument("n",13);
expStr = "C(2*n,n)-sum(k,0,n,C(n,k)^2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 91:
n = new Argument("n",13);
expStr = "sum(k,0,n,(-1)^k*C(n,k))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 92:
n = new Argument("n",13);
m = new Argument("m",3);
s = new Argument("s",5);
r = new Argument("r",4);
expStr = "C(r+s,m+n)-sum(k,0,n,C(r,m+k)*C(s,n-k))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,m,r,s);
value = exp[testId].calculate();
reg = 0;
if (value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 93:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k)-(n/k)*C(n-1,k-1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 94:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "(n-k)*C(n,k)-n*C(n-1,k)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 0;
if ( value == reg)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 95:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) <= n^k/k!";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 1;
if ( value == reg)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 96:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) <= (n*e/k)^k";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 1;
if ( value == reg)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 97:
n = new Argument("n",13);
k = new Argument("k",6);
expStr = "C(n,k) >= (n/k)^k";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,n,k);
value = exp[testId].calculate();
reg = 1;
if ( value == reg)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 98:
x = new Argument("x",3);
expStr = "sin(3)-sin(2)-int(cos(x),x,2,3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value-reg) <= 0.00001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 99:
i = new Argument("i", 5);
expStr = "2*i+sum(i,1,10,i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,i);
value = exp[testId].calculate();
reg = 65;
if ( value == reg)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 100:
x = new Argument("x",3);
expStr = "sin(x)-sin(x-1)-int(cos(x),x,2,3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value-reg) <= 0.00001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 101:
f = new Function("mg", "sin(x)+cos(y)", "x", "y");
x = new Argument("x", 3);
y = new Argument("y", 2);
expStr = "sin(x)+cos(y)-mg(x,y)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,x, y);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 102:
f = new Function("mg", "sin(x)+cos(y)", "x", "y");
expStr = "der(sin(x)+cos(y),x)-der(mg(x,y),x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr,new Argument("x", 3), new Argument("y", 2));
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 103:
f = new Function("f", "x^2", "x");
g = new Function("g", "f(x)^2", "x");
g.addDefinitions(f);
expStr = "g(x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(g);
value = exp[testId].calculate();
reg = 81;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 104:
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
expStr = "der( f(x)*g(x), x) - ( der(f(x), x)*g(x) + f(x)*der(g(x), x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 105:
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
expStr = "der( f(x)/g(x), x) - ( der(f(x), x)*g(x) - f(x)*der(g(x), x) )/g(x)^2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 106:
f = new Function("f", "sin(x)", "x");
expStr = "der( int(f(t), t, 0, x), x) - f(x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 107:
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
expStr = "der(f(x)+g(x), x) - ( der(f(x), x) + der(g(x),x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 108:
Argument a = new Argument("a",2);
Argument b = new Argument("b",2);
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
expStr = "der(a*f(x)+b*g(x), x) - ( a*der(f(x), x) + b*der(g(x),x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3), a, b);
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 109:
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
h = new Function("h", "x^2", "x");
expStr = "der(f(x)*g(x)*h(x), x) - ( der(f(x), x)*g(x)*h(x) + f(x)*der(g(x), x)*h(x) + f(x)*g(x)*der(h(x), x))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f, g, h);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 110:
f = new Function("f", "sin(x)", "x");
expStr = "der(ln(f(x)), x) - der(f(x), x) / f(x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 111:
f = new Function("f", "sin(x)", "x");
a = new Argument("a",Math.PI);
expStr = "der( f(x)^a, x) - a*f(x)^(a-1)*der(f(x), x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3),a);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 112:
f = new Function("f", "sin(x)^2", "x");
g = new Function("g", "cos(x)^2", "x");
expStr = "der( f(x)^g(x), x) - f(x)^g(x)*( der(f(x), x)*g(x)/f(x) + der(g(x), x)*ln(f(x)) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, new Argument("x", 3));
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 113:
f = new Function("f", "sin(x)", "x");
g = new Function("g", "cos(x)", "x");
h = new Function("h", "int(f(t),t,0,x)", "x");
h.addDefinitions(f);
a = new Argument("a", 2);
b = new Argument("b", 4);
x = new Argument("x", 3);
expStr = "int(f(x)*g(x),x,a,b) - ( h(b)*g(b)-h(a)*g(a) - int( h(x)*der(g(x),x), x, a, b) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, a, b);
exp[testId].addDefinitions(f, g, h);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 114:
f = new Function("f", "ln(x)", "x");
g = new Function("g", "x^2+2", "x");
x = new Argument("x", 10);
t = new Argument("t", "g(x)", x);
t.addDefinitions(g);
expStr = "der( f(g(x)), x) - der( f(t), t)*der( g(x), x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, t);
exp[testId].addDefinitions(f, g);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 115:
n = new Argument("n");
RecursiveArgument fact1 = new RecursiveArgument("fact1", "n*fact1(n-1)", n);
fact1.addBaseCase(0, 1);
RecursiveArgument fact2 = new RecursiveArgument("fact2", "if(n>0, n*fact2(n-1), 1)", n);
expStr = "sum(i,0,10,fact1(i)-fact2(i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, fact1, fact2);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 116:
n = new Argument("n");
RecursiveArgument fib1 = new RecursiveArgument("fib1", "fib1(n-1)+fib1(n-2)", n);
fib1.addBaseCase(0, 0);
fib1.addBaseCase(1, 1);
RecursiveArgument fib2 = new RecursiveArgument("fib2", "if( n>1, fib2(n-1)+fib2(n-2), if(n=1,1,0) )", n);
expStr = "sum(i,0,10,fib1(i)-fib2(i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, fib1, fib2);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 117:
Function Cnk = new Function("Cnk","if( k>0, if( k<n, Cnk(n-1,k-1)+Cnk(n-1,k), 1), 1)","n", "k");
expStr = "C(10,5)-Cnk(10,5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(Cnk);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 118:
n = new Argument("n");
fib1 = new RecursiveArgument("fib1", "fib1(n-1)+fib1(n-2)", n);
fib1.addBaseCase(0, 0);
fib1.addBaseCase(1, 1);
fib2 = new RecursiveArgument("fib2", "if( n>1, fib2(n-1)+fib2(n-2), if(n>0,1,0) )", n);
Function fib3 = new Function("fib3","if(n>1, fib3(n-1)+fib3(n-2), if(n>0,1,0))","n");
expStr = "sum(i,1,10,(fib1(i) = fib2(i)) & (fib2(i) = fib3(i)) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, fib1, fib2);
exp[testId].addDefinitions(fib3);
value = exp[testId].calculate();
reg = 10;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 119:
m = new Argument("m");
n = new Argument("n", "m-1", m);
x = new Argument("x",3);
Function H = new Function("H","if(m>1, 2*x*H(n,x)-2*n*H(n-1,x), if(m>0, 2*x, 1) )", m, x, n);
H.setParametersNumber(2);
expStr = "H(0,x) + H(1,x) + H(2,x) + H(3,x) - ( (1) + (2*x) + (4*x^2-2) + (8*x^3-12*x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
exp[testId].addDefinitions(H);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 120:
m = new Argument("m",4);
n = new Argument("n", "m-1", m);
x = new Argument("x",3);
H = new Function("H","if(m>1, 2*x*H(n,x)-2*n*H(n-1,x), if(m>0, 2*x, 1) )", m, x, n);
H.setParametersNumber(2);
k = new Argument("k",5);
expStr = "der( H(k,x), x) - 2*k*H(k-1,x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x,k );
exp[testId].addDefinitions(H);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 121:
Function T = new Function("T","if(k>1, 2*x*T(k-1,x)-T(k-2,x), if(k>0, x, 1) )", "k", "x");
k = new Argument("k",5);
x = new Argument("x",3);
expStr = "T(k,x) - ( (x + sqrt(x^2-1))^k + (x - sqrt(x^2-1))^k)/2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x,k );
exp[testId].addDefinitions(T);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 122:
Function T1 = new Function("T1","if(k>1, 2*x*T1(k-1,x)-T1(k-2,x), if(k>0, x, 1) )", "k", "x");
Function T2 = new Function("T2","if(x >= 1, cosh(k*arcosh(x)), if(x <= -1, ((-1)^k)*cosh(k*arcosh(-x)), cos(k*acos(x))) )", "k", "x");
k = new Argument("k",5);
expStr = "T1(k,3)-T2(k,3) + T1(k,-3)-T2(k,-3) + T1(k,-0.5)-T2(k,-0.5) + T1(k,0.5)-T2(k,0.5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, k);
exp[testId].addDefinitions(T1, T2);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) <= 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 123:
expStr = "pi+e+[g]+[p]+[r]+[B*]+[D]+[a]+[C2]+[M1]+[B2]+[B4]+[L]+[K]+[K*]+[K.]+[B'L]+[m]+[EB]+[B]+[l]+[s]+[lm]+[C]+[Ll]+[AG]+[L*]+[L.]+[Dz3]+[T]+[Bh]+[Pt]+[L2]+[Nv]+[Ks]+[Kh]+[F]+[La]+[P2]+[O]+[M]+[li2]+[G]";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.14159265358979323846264338327950288 + /*Pi,Archimedes'constantorLudolph'snumber*/
2.71828182845904523536028747135266249 + /*Napier'sconstant,orEuler'snumber,baseofNaturallogarithm*/
0.57721566490153286060651209008240243 + /*Euler-Mascheroniconstant*/
1.61803398874989484820458683436563811 + /*Goldenratio*/
1.32471795724474602596090885447809734 + /*Plasticconstant*/
0.70258 + /*Embree-Trefethenconstant*/
4.66920160910299067185320382046620161 + /*Feigenbaumconstant*/
2.50290787509589282228390287321821578 + /*Feigenbaumconstant*/
0.66016181584686957392781211001455577 + /*Twinprimeconstant*/
0.26149721284764278375542683860869585 + /*Meissel-Mertensconstant*/
1.9021605823 + /*Brun'sconstantfortwinpr imes*/
0.8705883800 + /*Brun'sconstantforprimequadruplets*/
-2.7E-9 + /*deBruijn-Newmanconstant*/
0.91596559417721901505460351493238411 + /*Catalan'sconstant*/
0.76422365358922066299069873125009232 + /*Landau-Ramanujanconstant*/
1.13198824 + /*Viswanath'sconstant*/
1 + /*Legendre'sconstant*/
1.45136923488338105028396848589202744 + /*Ramanujan-Soldnerconstant*/
1.60669515241529176378330152319092458 + /*Erdős-Borweinconstant*/
0.28016949902386913303 + /*Bernstein'sconstant[29]*/
0.30366300289873265859744812190155623 + /*Gauss-Kuzmin-Wirsingconstant*/
0.35323637185499598454 + /*Hafner-Sarnak-McCurleyconstant*/
0.62432998854355087099293638310083724 + /*Golomb-Dickmanconstant*/
0.6434105463 + /*Cahen'sconstant*/
0.66274341934918158097474209710925290 + /*Laplacelimit*/
0.8093940205 + /*Alladi-Grinsteadconstant[30]*/
1.0986858055 + /*Lengyel'sconstant[31]*/
3.27582291872181115978768188245384386 + /*Lévy'sconstant*/
1.20205690315959428539973816151144999 + /*Apéry'sconstant*/
1.30637788386308069046861449260260571 + /*Mills'constant*/
1.45607494858268967139959535111654356 + /*Backhouse'sconstant[32]*/
1.4670780794 + /*Porter'sconstant[33]*/
1.5396007178 + /*Lieb'ssquareiceconstant[34]*/
1.70521114010536776428855145343450816 + /*Niven'sconstant*/
2.58498175957925321706589358738317116 + /*Sierpiński'sconstant*/
2.68545200106530644530971483548179569 + /*Khinchin'sconstant*/
2.80777024202851936522150118655777293 + /*Fransén-Robinsonconstant*/
0.5 + /*Landau'sconstant*/
2.29558714939263807403429804918949039 + /*Parabolicconstant*/
0.56714329040978387299996866221035555 + /*Omegaconstant*/
0.187859 + /*MRBconstant*/
1.045163780117492784844588889194613136522615578151 + /* l2(2) */
0.596347362323194074341078499369279376074 /* Gompertz Constant */
;
if ( MathFunctions.abs(value - reg) <= 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 124:
m = new Argument("m",4);
n = new Argument("n", "m-1", m);
x = new Argument("x",3);
H = new Function("H","if(m>1, 2*x*H(n,x)-2*n*H(n-1,x), if(m>0, 2*x, 1) )", m, x, n);
H.setParametersNumber(2);
k = new Argument("k",5);
expStr = "der( H(k,x), x) - 2*k*H(k-1,x)";
exp[testId] = new Expression(expStr, x,k );
exp[testId].addDefinitions(H);
syn1 = exp[testId].checkSyntax();
m.setArgumentName("m");
if ((syn1) && (exp[testId].getSyntaxStatus() == Expression.SYNTAX_ERROR_OR_STATUS_UNKNOWN))
testResult = true;
mXparser.consolePrint(exp[testId].getErrorMessage() + " reg ... " + "Syntax status unknown." + " --> ");
break;
case 125:
expStr = "2==2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 126:
expStr = "2 != 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 127:
expStr = "2 ~= 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 128:
expStr = "1 && 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 129:
expStr = "1 || -1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 130:
expStr = "~1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 131:
expStr = "2+~(1-1)!";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 132:
x = new Argument("x",2);
expStr = "if( int(2*x,x,0,pi) > 0 , 1, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 133:
x = new Argument("x",2);
expStr = "if( -int(2*x,x,0,pi) > 0 , 1, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 134:
mXparser.setEpsilon(0.00000001);
expStr = "sum(n, 0, 10, if ( if( sin(n*pi/2) > 0, 1, 2) >= 2, 4, 2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 38;
if ( value == reg )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 135:
expStr = "sin(0)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 136:
expStr = "cos(0) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 137:
expStr = "tan(0) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 138:
expStr = "tg(0) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 139:
expStr = "ctan(pi/2) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 140:
expStr = "ctg(pi/2) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 141:
expStr = "cot(pi/2) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 142:
expStr = "sec(0) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 143:
expStr = "cosec(pi/2) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 144:
expStr = "csc(pi/2) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 145:
expStr = "asin(0.5) - pi/6";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 146:
expStr = "arsin(0) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 147:
expStr = "arcsin(1) - pi/2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 148:
expStr = "acos(0) - pi/2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 149:
expStr = "arcos(0.5) - pi/3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 150:
expStr = "arccos(-1) - pi";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 151:
expStr = "atan(0) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 152:
expStr = "arctan(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 153:
expStr = "atg(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 154:
expStr = "arctg(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 155:
expStr = "actan(0) - pi/2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 156:
expStr = "arcctan(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 157:
expStr = "actg(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 158:
expStr = "arcctg(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 159:
expStr = "acot(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 160:
expStr = "arccot(1) - pi/4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 161:
expStr = "ln(e) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 162:
expStr = "ln(e^2) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 163:
expStr = "log2(8) - 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 164:
expStr = "log10(1000) - 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 165:
expStr = "rad(180) - pi";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 166:
expStr = "exp(2) - e^2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 167:
expStr = "sqrt(25) - 5";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 168:
expStr = "sinh(ln([p])) - 0.5";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 169:
expStr = "cosh(ln([p])) - 0.5*sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 170:
expStr = "tanh(ln([p])) - 1/sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 171:
expStr = "tgh(ln([p])) - 1/sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 172:
expStr = "ctanh(ln([p])) - sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 173:
expStr = "coth(ln([p])) - sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 174:
expStr = "ctgh(ln([p])) - sqrt(5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 175:
expStr = "sech(ln([p])) - 1/(0.5*sqrt(5))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 176:
expStr = "csch(ln([p])) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 177:
expStr = "cosech(ln([p])) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 178:
expStr = "deg(pi) - 180";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 179:
expStr = "abs(-1) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 180:
expStr = "sgn(1) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 181:
expStr = "sgn(0) - 0";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 182:
expStr = "floor(1.2) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 183:
expStr = "floor(1.9) - 1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 184:
expStr = "floor(-1.9) - (-2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 185:
expStr = "ceil(1.2) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 186:
expStr = "ceil(1.9) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 187:
expStr = "ceil(-1.2) - (-1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 188:
expStr = "asinh(0.5) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 189:
expStr = "arsinh(0.5) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 190:
expStr = "acosh(0.5*sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 191:
expStr = "arcosh(0.5*sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 192:
expStr = "arccosh(0.5*sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 193:
expStr = "atanh(1/sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 194:
expStr = "arctanh(1/sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 195:
expStr = "atgh(1/sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 196:
expStr = "arctgh(1/sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 197:
expStr = "actanh(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 198:
expStr = "arcctanh(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 199:
expStr = "acoth(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 200:
expStr = "arcoth(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 201:
expStr = "arccoth(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 202:
expStr = "actgh(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 203:
expStr = "arcctgh(sqrt(5)) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 204:
expStr = "asech(1/(0.5*sqrt(5))) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 205:
expStr = "arsech(1/(0.5*sqrt(5))) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 206:
expStr = "arcsech(1/(0.5*sqrt(5))) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 207:
expStr = "acsch(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 208:
expStr = "arcsch(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 209:
expStr = "arccsch(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 210:
expStr = "acosech(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 211:
expStr = "arcosech(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 212:
expStr = "arccosech(2) - ln([p])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 213:
expStr = "log(2,8) - 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 214:
expStr = "min(2,3) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 215:
expStr = "max(2,3) - 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 216:
expStr = "mod(10,6) - 4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 217:
expStr = "if(1,2,3) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 218:
expStr = "if(0,2,3) - 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 219:
expStr = "iff(1, 2) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 220:
expStr = "iff(0, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Double.NaN;
if ( Double.IsNaN(value) )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 221:
expStr = "iff(0, 2, 1, 2) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 222:
expStr = "iff(0, 2, 1, 2, 3, 4) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 223:
expStr = "iff(0, 2, 1, 2, 0, 4) - 2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 224:
expStr = "iff(0, 2, 0, 2, 1, 4) - 4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(value - reg) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 225:
expStr = "iff(0, 2, 0, 2, 0, 4)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = Double.NaN;
if ( Double.IsNaN(value) )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 226:
x = new Argument("x", 2);
expStr = "Sinc(x) - prod(n, 1, 16, cos(x / 2^n) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 227:
x = new Argument("x", 2);
expStr = "sinc(x) - prod(n, 1, 100, (1 - x^2 / n^2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 228:
x = new Argument("x", 2);
expStr = "Sa(x) - prod(n, 1, 100, (1 - x^2 / n^2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 229:
n = new Argument("n", 10);
expStr = "Bell(n) - sum(k, 0, n, Stirl2(n,k) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, n);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 230:
n = new Argument("n", 10);
k = new Argument("k", 5);
expStr = "Worp(n, k) - k! * Stirl2(n+1, k+1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, n, k);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 231:
n = new Argument("n", 10);
expStr = "Bern(n,0) - sum(k, 0, n, ( (-1)^k )* ( Worp(n, k) / ( k+1 ) ) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, n);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 232:
n = new Argument("n", 15);
k = new Argument("k", 5);
expStr = "sum(p, k, n, Stirl1(n, p) * C(p,k)) - Stirl1(n+1, k+1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, n, k);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 233:
expStr =
"chi(1, 0, 2) + " +
"CHi(1, 0, 2) + " +
"Chi(1, 0, 2) + " +
"cHi(1, 0, 2) + " +
"chi(0, 0, 2) + " +
"CHi(0, 0, 2) + " +
"Chi(0, 0, 2) + " +
"cHi(0, 0, 2) + " +
"chi(2, 0, 2) + " +
"CHi(2, 0, 2) + " +
"Chi(2, 0, 2) + " +
"cHi(2, 0, 2)"
;
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 8;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 234:
expStr = "2 + 10%7 + 3";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 8;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 235:
x = new Argument("x", 5);
expStr = "int( chi(t, 0, x), t, 0, x) - x";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 236:
x = new Argument("x", 5);
expStr = "int( CHi(t, 0, x), t, 0, x) - x";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 237:
x = new Argument("x", 5);
expStr = "int( Chi(t, 0, x), t, 0, x) - x";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 238:
x = new Argument("x", 5);
expStr = "int( cHi(t, 0, x), t, 0, x) - x";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 239:
expStr = "ConFrac(1,2,3,5,6,7) - ConPol(1,2,3,4,5,6,7) / ConPol(2,3,4,5,6,7)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 240:
expStr = "min(1,2,3,4,5,-5,343,3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -5;
if ( MathFunctions.abs(reg - value) < 0.0001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 241:
expStr = "max(1,2,3,4,5,-5,343,3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 343;
if ( MathFunctions.abs(reg - value) < 0.000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 242:
x = new Argument("x", 0.5);
expStr = "ConPol(x,x,x,x,x,x) - sum(k, 0, 6, C(6-k, k) * x^(6-2*k))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 243:
m = new Argument("m", 5);
n = new Argument("n", 10);
expStr = "Euler(n,m) - sum(k,0,m, C(n+1,k)*((m+1-k)^n)*(-1)^k)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, n, m);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 244:
x = new Argument("x", 2);
f = new Function("f", "sin(x)+cos(x)", "x");
expStr = "diff(f(x), x) - ( f(x+1)-f(x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 245:
x = new Argument("x", 2);
Argument dh = new Argument("h", 1);
f = new Function("f", "sin(x)+cos(x)", "x");
expStr = "diff(f(x), x, h/2) - ( f(x+h/2)-f(x) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, dh);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 246:
x = new Argument("x", 2);
f = new Function("f", "sin(x)+cos(x)", "x");
expStr = "difb(f(x), x) - ( f(x)-f(x-1) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 247:
x = new Argument("x", 2);
dh = new Argument("h", 1);
f = new Function("f", "sin(x)+cos(x)", "x");
expStr = "difb(f(x), x, h/2) - ( f(x)-f(x-h/2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, dh);
exp[testId].addDefinitions(f);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 248:
Function fibr = new Function("fib","if(n>1, fib(n-1)+fib(n-2), if(n>0,1,0))","n");
expStr = "sum(i,0,10,Fib(i) - fib(i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(fibr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 249:
Function luc = new Function("luc","if(n>1, luc(n-1)+luc(n-2), if(n>0,1,2))","n");
expStr = "sum(i,0,10,Luc(i) - luc(i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(luc);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 250:
expStr = "sum(i,1,10,harm(i)) - sum(i,1,10,sum(k,1,i,1/k))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 251:
Constant p = new Constant("p",0);
Constant q = new Constant("q",1);
expStr = "p -> q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 252:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p <- q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 253:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p <- q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 254:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p <-> q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 255:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p (+) q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 256:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p /\\ q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 257:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p \\/ q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 258:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~& q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 259:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~&& q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 260:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~/\\ q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 261:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~| q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 262:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~|| q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 263:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "p ~\\/ q";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 264:
p = new Constant("p",0);
q = new Constant("q",1);
Constant rr = new Constant("r",1);
expStr = "(p /\\ q) \\/ (~p) \\/ (~q)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q, rr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 265:
p = new Constant("p",0);
q = new Constant("q",1);
rr = new Constant("r",1);
expStr = "(p -> q) <-> (~q -> ~p)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q, rr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 266:
p = new Constant("p",0);
q = new Constant("q",1);
rr = new Constant("r",1);
expStr = "( (p -> q) /\\ (q -> r) ) -> (p -> r)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q, rr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 267:
p = new Constant("p",0);
q = new Constant("q",1);
rr = new Constant("r",1);
expStr = "( (p \\/ q) /\\ (p -> r) /\\ (q -> r) ) -> r";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q, rr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 268:
p = new Constant("p",0);
q = new Constant("q",1);
expStr = "~(p /\\ q) <-> (~p \\/ ~q)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(p, q);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 269:
expStr = "gcd(1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 270:
expStr = "gcd(12,9)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 271:
expStr = "gcd(12,6,18)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 6;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 272:
expStr = "lcm(1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 273:
expStr = "lcm(12,9)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 36;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 274:
expStr = "lcm(12,6,18)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 36;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 275:
expStr = "sum(i,1,10,harm(i)) - sum(i,1,10,Harm(1,i))";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 276:
expStr = "1/4*2";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.5;
if (MathFunctions.abs(reg - value) < 0.00001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 277:
expStr = "n1_geq_2(0)";
Constant c1 = new Constant("c1", 0.25+0.01);
RecursiveArgument z1 = new RecursiveArgument("z1","z1(n-1)^2+c1", "n");
z1.addDefinitions(c1);
z1.addBaseCase(0, 0);
Function n1_geq_2 = new Function("n1_geq_2", "if( z1(k) > 2, k, n1_geq_2(k+1) )", "k");
n1_geq_2.addDefinitions(z1);
mXparser.consolePrint(c1.getConstantName() + " = " + c1.getConstantValue() + " ; " + z1.getArgumentName() + " = " + z1.getArgumentExpressionString() + " ; " + n1_geq_2.getFunctionName() + " = " + n1_geq_2.getFunctionExpressionString() + " ; " + expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(n1_geq_2);
value = exp[testId].calculate();
reg = 30;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 278:
expStr = "n2_geq_2(0)";
Constant c2 = new Constant("c2", 0.25+0.01);
Function z2 = new Function("z2","if( n>0, z2(n-1)^2+c2, 0)", "n");
z2.addDefinitions(c2);
Function n2_geq_2 = new Function("n2_geq_2", "if( z2(k) > 2, k, n2_geq_2(k+1) )", "k");
n2_geq_2.addDefinitions(z2);
mXparser.consolePrint(c2.getConstantName() + " = " + c2.getConstantValue() + " ; " + z2.getFunctionName() + " = " + z2.getFunctionExpressionString() + " ; " + n2_geq_2.getFunctionName() + " = " + n2_geq_2.getFunctionExpressionString() + " ; " + expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(n2_geq_2);
value = exp[testId].calculate();
reg = 30;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 279:
expStr = "n1_geq_2(0) - n2_geq_2(0)";
c1 = new Constant("c1", 0.25+0.01);
z1 = new RecursiveArgument("z1","z1(n-1)^2+c1", "n");
z1.addDefinitions(c1);
z1.addBaseCase(0, 0);
n1_geq_2 = new Function("n1_geq_2", "if( z1(k) > 2, k, n1_geq_2(k+1) )", "k");
n1_geq_2.addDefinitions(z1);
c2 = new Constant("c2", 0.25+0.01);
z2 = new Function("z2","if( n>0, z2(n-1)^2+c2, 0)", "n");
z2.addDefinitions(c2);
n2_geq_2 = new Function("n2_geq_2", "if( z2(k) > 2, k, n2_geq_2(k+1) )", "k");
n2_geq_2.addDefinitions(z2);
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(n1_geq_2, n2_geq_2);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 280:
expStr = "sum(i, 1, 20, IsPrime(i) )";
Function IsFactor = new Function("IsFactor", "if( a>b, 0, if( n%a = 0, 1, IsFactor(n, a+1, b) ) )", "n", "a", "b");
Function IsPrime = new Function("IsPrime", "if( n<2, 0, ~IsFactor(n, 2, sqrt(n)) )", "n");
IsPrime.addDefinitions(IsFactor);
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(IsPrime);
value = exp[testId].calculate();
reg = 8;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 281:
expStr = "abs( sin(0.5)-s(0.5))+abs( cos(0.7)-c(0.7) )";
Constant aa = new Constant("a", 0.00001);
Function ss = new Function("s", "if( abs(x) < a, x, 2*s(x/2)*c(x/2) )", "x");
Function cc = new Function("c", "if( abs(x) < a, 1, c(x/2)^2 - s(x/2)^2 )", "x");
ss.addDefinitions(aa);
ss.addDefinitions(cc);
cc.addDefinitions(aa);
cc.addDefinitions(ss);
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(ss, cc);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 282:
expStr = "f1(1,2)-f2(1,2)";
Function f1 = new Function("f1", "sin(x)+cos(y)", "x", "y");
Function f2 = new Function("f2(x,y) = sin(x)+cos(y)");
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
exp[testId].addDefinitions(f1, f2);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 283:
expStr = "a = 5.1, expr = 2*a";
Constant a1 = new Constant("a = 5.1");
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression("2*a");
exp[testId].addDefinitions(a1);
value = exp[testId].calculate();
reg = 10.2;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 284:
expStr = "a = sin(pi/2), expr = a";
Constant a2 = new Constant("a = sin(pi/2)");
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression("a");
exp[testId].addDefinitions(a2);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 285:
expStr = "fib(n)= fib(n-1)+fib(n-2), fib(10) = ";
RecursiveArgument fib10 = new RecursiveArgument("fib(n)= fib(n-1)+fib(n-2)");
fib10.addBaseCase(0, 0);
fib10.addBaseCase(1, 1);
exp[testId] = new Expression("fib(10)", fib10);
value = exp[testId].calculate();
reg = 55;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 286:
expStr = "fib(n) = if(n>1, fib(n-1) + fib(n-2), if(n = 1, 1, 0)), fib(10) = ";
Function fibb = new Function("fib(n) = if(n>1, fib(n-1) + fib(n-2), if(n = 1, 1, 0))");
exp[testId] = new Expression("fib(10)", fibb);
value = exp[testId].calculate();
reg = 55;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 287:
expStr = "5^2 * 7^3 * 11^1 * 67^1 * 49201^1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
String hello = mXparser.numberToAsciiString(exp[testId].calculate());
String regHello = "Hello";
if ( regHello.Equals(hello) )
testResult = true;
mXparser.consolePrint(hello + " reg ... " + regHello + " --> ");
break;
case 288:
expStr = "71^1 * 218549^1 * 6195547^1";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
String world = mXparser.numberToAsciiString(exp[testId].calculate());
String regWorld = "World!";
if ( regWorld.Equals(world) )
testResult = true;
mXparser.consolePrint(world + " reg ... " + regWorld + " --> ");
break;
case 289:
expStr = "min(3,4)+max(-2,-1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 290:
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 291:
mXparser.initPrimesCache(50);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 292:
mXparser.initPrimesCache(55);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 293:
mXparser.initPrimesCache(97);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 294:
mXparser.initPrimesCache(99);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 295:
mXparser.initPrimesCache(101);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 296:
mXparser.initPrimesCache(999);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 297:
mXparser.initPrimesCache(2000);
expStr = "sum(i, 0, 1000, ispr(i) )";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 298:
mXparser.setNoPrimesCache();
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 299:
mXparser.initPrimesCache(50);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 300:
mXparser.initPrimesCache(55);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 301:
mXparser.initPrimesCache(97);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 302:
mXparser.initPrimesCache(99);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 303:
mXparser.initPrimesCache(101);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 304:
mXparser.initPrimesCache(999);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 305:
mXparser.initPrimesCache(2000);
expStr = "Pi(1000)";
mXparser.consolePrint(expStr + " primes cache size: " + mXparser.getMaxNumInPrimesCache() + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 168;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 306:
expStr = "Ei( ln([m]) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 307:
expStr = "-e*Ei(-1) - [G]";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 308:
expStr = "abs( Ei(-1) / (0.219383934395520274 * 10^0 ) ) + " +
"abs( Ei(-4) / (0.377935240984890648 * 10^-2 ) ) + " +
"abs( Ei(-6) / (0.360082452162658659 * 10^-3 ) ) + " +
"abs( Ei(-8) / (0.376656228439249018 * 10^-4 ) ) + " +
"abs( Ei(-11) / (0.140030030424744178 * 10^-5 ) ) + " +
"abs( Ei(-16) / (0.664048724944104278 * 10^-8 ) ) + " +
"abs( Ei(-21) / (0.345320126714675627 * 10^-10 ) ) + " +
"abs( Ei(-26) / (0.189468588567497824 * 10^-12 ) ) + " +
"abs( Ei(-31) / (0.107676703861623826 * 10^-14 ) ) + " +
"abs( Ei(-36) / (0.627333900976224159 * 10^-17 ) ) + " +
"abs( Ei(-41) / (0.372316677645997772 * 10^-19 ) ) + " +
"abs( Ei(-46) / (0.224153175974429975 * 10^-21 ) ) + " +
"abs( Ei(-50) / (0.378326402955045902 * 10^-23 ) ) + " +
"abs( Ei(1) / (0.189511781635593676 * 10^1 ) ) + " +
"abs( Ei(4) / (0.196308744700562200 * 10^2 ) ) + " +
"abs( Ei(6) / (0.859897621424392048 * 10^2 ) ) + " +
"abs( Ei(8) / (0.440379899534838269 * 10^3 ) ) + " +
"abs( Ei(11) / (0.607140637409861151 * 10^4 ) ) + " +
"abs( Ei(16) / (0.595560998670837002 * 10^6 ) ) + " +
"abs( Ei(21) / (0.661271863554849213 * 10^8 ) ) + " +
"abs( Ei(26) / (0.784294099189818637 * 10^10 ) ) + " +
"abs( Ei(31) / (0.969455575968393966 * 10^12 ) ) + " +
"abs( Ei(36) / (0.123285207991209769 * 10^15 ) ) + " +
"abs( Ei(41) / (0.160066491432450411 * 10^17 ) ) + " +
"abs( Ei(46) / (0.211134238864782419 * 10^19 ) ) + " +
"abs( Ei(50) / (0.105856368971316910 * 10^21 ) ) - 26"
;
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.000000000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 309:
expStr = "sum(x; -11; 11; [g] + ln(abs(x)) + sum(k, 1, 50, x^k / (k*k!)) - Ei(x), 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 310:
expStr = "Li(0) + [li2]";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if ( MathFunctions.abs(reg - value) < 0.0000001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 311:
mXparser.initPrimesCache(10000000);
expStr = "Pi(10000000) / Li(10000000)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 312:
x = new Argument("x = 100000000");
expStr = "( ( x / ln(x) ) * sum(k, 0, 20, k! / ln(x)^k ) ) / li(x)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 1;
if ( MathFunctions.abs(reg - value) < 0.00001 )
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 313:
Function fefe = new Function("fefe(x)=2*x");
expStr = "fefe(2) + fefe(3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, fefe);
value = exp[testId].calculate();
reg = 10;
if (MathFunctions.abs(reg - value) < 0.00001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 314:
expStr = "add(1, 2, 3, 4, 5, 6, 7, 8, 9, 10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 55;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 315:
expStr = "multi(1, 2, 3, 4, 5, 6, 7, 8, 9, 10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3628800;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 316:
expStr = "mean(1, 2, 3, 4, 5, 6, 7, 8, 9, 10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 5.5;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 317:
expStr = "var(1, 2, 3, 4, 5, 6, 7, 8, 9, 10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 9.166666667;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 318:
expStr = "std(1, 2, 3, 4, 5, 6, 7, 8, 9, 10)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.027650354;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 319:
expStr = "avg(i, 1, 10, i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 5.5;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 320:
expStr = "vari(i, 1, 10, i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 9.166666667;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 321:
expStr = "stdi(i, 1, 10, i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.027650354;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 322:
expStr = "mini(i, -10, 10, i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -10;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 323:
expStr = "maxi(i, -10, 10, i)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10;
if (MathFunctions.abs(reg - value) < 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 324:
expStr = "maxi(i, 1, 100000, [Uni])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 325:
expStr = "mini(i, 1, 100000, [Uni])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 326:
expStr = "avg(i, 1, 100000, [Uni])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.5;
if (MathFunctions.abs(reg - value) < 1)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 327:
expStr = "vari(i, 1, 100000, [Uni])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1.0 / 12.0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 328:
expStr = "stdi(i, 1, 100000, [Uni])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = MathFunctions.sqrt(1.0 / 12.0);
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 329:
expStr = "maxi(i, 1, 100000, [Int1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 330:
expStr = "mini(i, 1, 100000, [Int1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -10;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 331:
expStr = "avg(i, 1, 100000, [Int1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 1)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 332:
expStr = "vari(i, 1, 100000, [Int1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = (MathFunctions.power(21.0, 2) - 1) / 12.0;
if (MathFunctions.abs(reg - value) < 1)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 333:
expStr = "stdi(i, 1, 100000, [Int1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = MathFunctions.sqrt((MathFunctions.power(21.0, 2) - 1) / 12.0);
if (MathFunctions.abs(reg - value) < 0.1)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 334:
expStr = "maxi(i, 1, 100000, [Int2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 335:
expStr = "mini(i, 1, 100000, [Int2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -100;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 336:
expStr = "maxi(i, 1, 1000000, [Int3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 337:
expStr = "mini(i, 1, 1000000, [Int3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 338:
expStr = "maxi(i, 1, 10000000, [Int4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 339:
expStr = "mini(i, 1, 10000000, [Int4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -10000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 340:
expStr = "maxi(i, 1, 10000000, [Int5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000;
if (MathFunctions.abs(reg - value) <= 10)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 341:
expStr = "mini(i, 1, 10000000, [Int5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -100000;
if (MathFunctions.abs(reg - value) <= 10)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 342:
expStr = "maxi(i, 1, 10000000, [Int6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000;
if (MathFunctions.abs(reg - value) <= 100)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 343:
expStr = "mini(i, 1, 10000000, [Int6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -1000000;
if (MathFunctions.abs(reg - value) <= 100)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 344:
expStr = "maxi(i, 1, 10000000, [Int7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000000;
if (MathFunctions.abs(reg - value) <= 1000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 345:
expStr = "mini(i, 1, 10000000, [Int7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -10000000;
if (MathFunctions.abs(reg - value) <= 1000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 346:
expStr = "maxi(i, 1, 10000000, [Int8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000000;
if (MathFunctions.abs(reg - value) <= 10000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 347:
expStr = "mini(i, 1, 10000000, [Int8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -100000000;
if (MathFunctions.abs(reg - value) <= 10000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 348:
expStr = "maxi(i, 1, 10000000, [Int9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000000;
if (MathFunctions.abs(reg - value) <= 100000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 349:
expStr = "mini(i, 1, 10000000, [Int9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -1000000000;
if (MathFunctions.abs(reg - value) <= 100000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 350:
expStr = "maxi(i, 1, 10000000, [Int])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2147483647;
if (MathFunctions.abs(reg - value) <= 214748)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 351:
expStr = "mini(i, 1, 10000000, [Int])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -2147483648;
if (MathFunctions.abs(reg - value) <= 214748)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 352:
expStr = "maxi(i, 1, 100000, [nat1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 353:
expStr = "mini(i, 1, 100000, [nat1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 354:
expStr = "maxi(i, 1, 100000, [nat2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 355:
expStr = "mini(i, 1, 100000, [nat2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 356:
expStr = "maxi(i, 1, 100000, [nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 357:
expStr = "mini(i, 1, 100000, [nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 358:
expStr = "maxi(i, 1, 1000000, [nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 359:
expStr = "mini(i, 1, 1000000, [nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 360:
expStr = "maxi(i, 1, 10000000, [nat4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 361:
expStr = "mini(i, 1, 10000000, [nat4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 362:
expStr = "maxi(i, 1, 10000000, [nat5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000;
if (MathFunctions.abs(reg - value) <= 5)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 363:
expStr = "mini(i, 1, 10000000, [nat5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 5)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 364:
expStr = "maxi(i, 1, 10000000, [nat6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000;
if (MathFunctions.abs(reg - value) <= 50)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 365:
expStr = "mini(i, 1, 10000000, [nat6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 50)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 366:
expStr = "maxi(i, 1, 10000000, [nat7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000000;
if (MathFunctions.abs(reg - value) <= 500)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 367:
expStr = "mini(i, 1, 10000000, [nat7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 500)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 368:
expStr = "maxi(i, 1, 10000000, [nat8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000000;
if (MathFunctions.abs(reg - value) <= 5000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 369:
expStr = "mini(i, 1, 10000000, [nat8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 5000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 370:
expStr = "maxi(i, 1, 10000000, [nat9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000000;
if (MathFunctions.abs(reg - value) <= 50000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 371:
expStr = "mini(i, 1, 10000000, [nat9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 50000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 372:
expStr = "maxi(i, 1, 10000000, [nat])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2147483647;
if (MathFunctions.abs(reg - value) <= 112374)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 373:
expStr = "mini(i, 1, 10000000, [nat])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 112374)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 374:
expStr = "maxi(i, 1, 100000, [Nat1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 375:
expStr = "mini(i, 1, 100000, [Nat1])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 376:
expStr = "maxi(i, 1, 100000, [Nat2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 377:
expStr = "mini(i, 1, 100000, [Nat2])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 378:
expStr = "maxi(i, 1, 100000, [Nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 379:
expStr = "mini(i, 1, 100000, [Nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 380:
expStr = "maxi(i, 1, 1000000, [Nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 381:
expStr = "mini(i, 1, 1000000, [Nat3])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 382:
expStr = "maxi(i, 1, 10000000, [Nat4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 383:
expStr = "mini(i, 1, 10000000, [Nat4])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) < 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 384:
expStr = "maxi(i, 1, 10000000, [Nat5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000;
if (MathFunctions.abs(reg - value) <= 5)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 385:
expStr = "mini(i, 1, 10000000, [Nat5])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 5)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 386:
expStr = "maxi(i, 1, 10000000, [Nat6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000;
if (MathFunctions.abs(reg - value) <= 50)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 387:
expStr = "mini(i, 1, 10000000, [Nat6])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 50)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 388:
expStr = "maxi(i, 1, 10000000, [Nat7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 10000000;
if (MathFunctions.abs(reg - value) <= 500)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 389:
expStr = "mini(i, 1, 10000000, [Nat7])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 500)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 390:
expStr = "maxi(i, 1, 10000000, [Nat8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 100000000;
if (MathFunctions.abs(reg - value) <= 5000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 391:
expStr = "mini(i, 1, 10000000, [Nat8])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 5000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 392:
expStr = "maxi(i, 1, 10000000, [Nat9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1000000000;
if (MathFunctions.abs(reg - value) <= 50000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 393:
expStr = "mini(i, 1, 10000000, [Nat9])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 50000)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 394:
expStr = "maxi(i, 1, 10000000, [Nat])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2147483647;
if (MathFunctions.abs(reg - value) <= 112374)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 395:
expStr = "mini(i, 1, 10000000, [Nat])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 112374)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 396:
expStr = "int( pUni(x, -1, 3), x, -1, 3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 397:
x = new Argument("x = rUni(-1, 3)");
expStr = "der( cUni(x, -1, 3), x) - pUni(x, -1, 3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 398:
x = new Argument("x = rUni(-1, 3)");
expStr = "x - qUni( cUni(x, -1, 3), -1, 3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 399:
expStr = "mini(i, 1, 1000000, rUni(-1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = -1;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 400:
expStr = "maxi(i, 1, 1000000, rUni(-1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 401:
expStr = "mini(i, 1, 1000000, pUni( rUni(-10, 10), -1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 402:
expStr = "maxi(i, 1, 1000000, pUni( rUni(-10, 10), -1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1.0 / 4.0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 403:
expStr = "mini(i, 1, 1000000, cUni( rUni(-10, 10), -1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 404:
expStr = "maxi(i, 1, 1000000, cUni( rUni(-10, 10), -1, 3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1.0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 405:
x = new Argument("x = rUni(-2,4)");
y = new Argument("y = rUni(-2,4)");
expStr = "cUni( min(x, y), -1, 3) <= cUni( max(x, y), -1, 3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, y);
value = exp[testId].calculate();
reg = 1.0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 406:
expStr = "round(2.2, 0)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.0;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 407:
expStr = "round(2.6, 0)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.0;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 408:
expStr = "round(2.66, 1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.7;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 409:
expStr = "round(2.123456, 5)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.12346;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 410:
expStr = "avg(i, 1, 1000000, [Nor])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 411:
expStr = "stdi(i, 1, 1000000, [Nor])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 412:
expStr = "vari(i, 1, 1000000, [Nor])";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 413:
expStr = "avg(i, 1, 1000000, rNor(1,5) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 414:
expStr = "stdi(i, 1, 1000000, rNor(3,3) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3;
if (MathFunctions.abs(reg - value) <= 0.01)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 415:
expStr = "vari(i, 1, 1000000, rNor(-10, 5) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 25;
if (MathFunctions.abs(reg - value) <= 0.2)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 416:
expStr = "int( pNor(x, 0, 1), x, -10, 0.5) - cNor( 0.5, 0, 1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.0001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 417:
x = new Argument("x = 0.5");
expStr = "der( cNor(x, 1, 2), x) - pNor(x, 1, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 418:
expStr = "int( pNor(x, 1, 2), x, 0.5, 1.5) - ( cNor(1.5, 1, 2) - cNor(0.5, 1, 2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 419:
x = new Argument("x = [Nor]");
expStr = "pNor(x, 0, 1) - pNor(-x, 0, 1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 420:
x = new Argument("x = [Uni]");
expStr = "cNor(2-x, 2, 2) - ( 1 - cNor(2+x, 2, 2) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 421:
x = new Argument("x = [Nor]");
expStr = "qNor(0.5, -4, 5) + 4";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 422:
x = new Argument("x = rUni(-10,10)");
y = new Argument("y = rUni(-10,10)");
expStr = "cNor( min(x, y), -1, 3) <= cNor( max(x, y), -1, 3)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr, x, y);
value = exp[testId].calculate();
reg = 1.0;
if (MathFunctions.abs(reg - value) <= 0.002)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 423:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[5]:= SetPrecision[Sum[ExpIntegralEi[x], {x, 0.01, 10, 0.01}], 20]
* Out[5]= 290933.27886809571646
*/
expStr = "290933.27886809571646 - sum(x, 0.01, 10, Ei(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.0000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 424:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[12]:= SetPrecision[Sum[ExpIntegralEi[x], {x, -10, -0.01, 0.01}], 20]
* Out[12]= -97.065869924036363159
*/
expStr = "-97.065869924036363159 - sum(x, -10, -0.01, Ei(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 425:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[26]:= SetPrecision[Sum[Erf[x], {x, 0, 2, 0.01}], 20]
* Out[26]= 144.17558195220803441
*/
expStr = "144.17558195220803441 - sum(x, 0, 2, erf(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 426:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[27]:= SetPrecision[Sum[Erf[x], {x, -2, 0, 0.01}], 20]
* Out[27]= -144.17558195220797757
*/
expStr = "-144.17558195220797757 - sum(x, -2, 0, erf(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 427:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[37]:= SetPrecision[Sum[Erfc[x], {x, 0, 2, 0.01}], 20]
* Out[37]= 56.824418047792065067
*/
expStr = "56.824418047792065067 - sum(x, 0, 2, erfc(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 428:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[36]:= SetPrecision[Sum[Erfc[x], {x, -2, 0, 0.01}], 20]
* Out[36]= 345.17558195220811967
*/
expStr = "345.17558195220811967 - sum(x, -2, 0, erfc(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 429:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[38]:= SetPrecision[Sum[InverseErf[x], {x, 0, 0.9, 0.01}], 20]
* Out[38]= 42.417037259662720317
*/
expStr = "42.417037259662720317 - sum(x, 0, 0.9, erfInv(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 430:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[39]:= SetPrecision[Sum[InverseErf[x], {x, -0.9, 0, 0.01}], 20]
* Out[39]= -42.417037259662699000
*/
expStr = "-42.417037259662699000 - sum(x, -0.9, 0, erfInv(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 431:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[40]:= SetPrecision[Sum[InverseErfc[x], {x, 0.01, 1, 0.01}], 20]
* Out[40]= 55.303894660741931943
*/
expStr = "55.303894660741931943 - sum(x, 0.01, 1, erfcInv(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 432:
/* Wolfram Language (Raspberry Pi Pilot Release)
* Information & help: wolfram.com/raspi
*
* In[41]:= SetPrecision[Sum[InverseErfc[x], {x, 1, 1.99, 0.01}], 20]
* Out[41]= -55.303894660741946154
*/
expStr = "-55.303894660741946154 - sum(x, 1, 1.99, erfcInv(x), 0.01)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 0.0;
if (MathFunctions.abs(reg - value) <= 0.00000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 433:
expStr = "round(2.125, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.13;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 434:
expStr = "round(2.135, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.14;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 435:
expStr = "round(2.145, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2.15;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 436:
expStr = "round(3.125, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.13;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 437:
expStr = "round(3.135, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.14;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 438:
expStr = "round(3.145, 2)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 3.15;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 439:
expStr = "rList(1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 440:
expStr = "rList(1, 1, 1, 1, 1, 1)";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 1;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 441:
expStr = "mini(i, 1, 10000, rList(3, 2, 7, 6, 10, 15, 12) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 2;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
case 442:
expStr = "maxi(i, 1, 10000, rList(3, 2, 7, 6, 10, 15, 12) )";
mXparser.consolePrint(expStr + " ...... ");
exp[testId] = new Expression(expStr);
value = exp[testId].calculate();
reg = 15;
if (MathFunctions.abs(reg - value) <= 0.0000000000001)
testResult = true;
mXparser.consolePrint(value + " reg ... " + reg + " --> ");
break;
}
if (testResult == true)
mXparser.consolePrint("OK");
else
mXparser.consolePrint("ERROR");
return testResult;
}