public static object Multiply(Complex64 x, object other)
{
BigInteger bi;
ExtensibleComplex xc;
INumber num;
if (other is int) {
return x * (int)other;
} else if (other is Complex64) {
return x * (Complex64)other;
} else if (other is double) {
return x * (double)other;
} else if ((object)(bi = other as BigInteger) != null) {
return x * bi;
} else if (other is long) {
return x * (long)other;
} else if ((object)(xc = other as ExtensibleComplex) != null) {
return x * xc.value;
} else if ((object)(num = other as INumber) != null) {
return num.ReverseMultiply(x);
} else if (other is string) {
return Ops.NotImplemented;
} else if (other is IConvertible) {
double y = ((IConvertible)other).ToDouble(null);
return x * y;
}
return Ops.NotImplemented;
}
void WriteComplex(Complex64 val)
{
bytes.Add((byte)'x');
WriteDoubleString(val.real);
WriteDoubleString(val.imag);
}
public Complex64 Power(Complex64 y)
{
double c = y.real;
double d = y.imag;
int power = (int)c;
if (power == c && power >= 0 && d == .0)
{
Complex64 result = new Complex64(1.0);
if (power == 0) return result;
Complex64 factor = this;
while (power != 0)
{
if ((power & 1) != 0)
{
result = result * factor;
}
factor = factor * factor;
power >>= 1;
}
return result;
}
else if (IsZero)
{
return y.IsZero ? Complex64.MakeReal(1.0) : Complex64.MakeReal(0.0);
}
else
{
double a = real;
double b = imag;
double powers = a * a + b * b;
double arg = Math.Atan2(b, a);
double mul = Math.Pow(powers, c / 2) * Math.Pow(Math.E, -d * arg);
double common = c * arg + .5 * d * Math.Log(powers, Math.E);
return new Complex64(mul * Math.Cos(common), mul * Math.Sin(common));
}
}
public static Complex64 Subtract(Complex64 x, Complex64 y)
{
return x - y;
}
public static Complex64 Negate(Complex64 x)
{
return -x;
}
public static Complex64 Multiply(Complex64 x, Complex64 y)
{
return x * y;
}
public static Complex64 Add(Complex64 x, Complex64 y)
{
return(x + y);
}
public static object Power(Complex64 x, object other)
{
BigInteger bi;
INumber num;
ExtensibleComplex xc;
if (other is int) return Power(x, (Complex64)((int)other));
if (other is Complex64) return Power(x, (Complex64)other);
if (other is double) return Power(x, (Complex64)((double)other));
if ((object)(bi = other as BigInteger) != null) return Power(x, (Complex64)bi);
if (other is bool) return Power(x, (Complex64)((bool)other ? 1 : 0));
if (other is long) return Power(x, (Complex64)((long)other));
if ((object)(xc = other as ExtensibleComplex) != null) return Power(x, xc.value);
if ((object)(num = other as INumber) != null) return num.ReversePower(x);
if (other is byte) return Power(x, (Complex64)(int)((byte)other));
return Ops.NotImplemented;
}
public static Complex64 Add(Complex64 x, Complex64 y)
{
return x + y;
}
public static Complex64 Negate(Complex64 x)
{
return(-x);
}
public static Complex64 Modulus(Complex64 x, Complex64 y)
{
return(x % y);
}
public static Complex64 Divide(Complex64 x, Complex64 y)
{
return(x / y);
}
public static Complex64 Multiply(Complex64 x, Complex64 y)
{
return(x * y);
}
public static Complex64 Subtract(Complex64 x, Complex64 y)
{
return(x - y);
}
public static object ReverseSubtract(Complex64 x, object other)
{
BigInteger bi;
ExtensibleComplex xc;
INumber num;
if (other is int) {
return (int)other - x;
} else if (other is Complex64) {
return (Complex64)other - x;
} else if (other is double) {
return (double)other - x;
} else if ((object)(bi = other as BigInteger) != null) {
return bi - x;
} else if (other is long) {
return (long)other - x;
} else if ((object)(xc = other as ExtensibleComplex) != null) {
return xc.value - x;
} else if ((object)(num = other as INumber) != null) {
return num.Subtract(x);
} else if (other is string) {
return Ops.NotImplemented;
} else if (other is IConvertible) {
double y = ((IConvertible)other).ToDouble(null);
return y - x;
}
return Ops.NotImplemented;
}
public static Complex64 Divide(Complex64 x, Complex64 y)
{
return x / y;
}
public static Complex64 Modulus(Complex64 x, Complex64 y)
{
return x % y;
}
/// <summary>
/// Conversion routine TryConvertToComplex64 - converts object to Complex64
/// Try to avoid using this method, the goal is to ultimately remove it!
/// </summary>
internal static bool TryConvertToComplex64(object value, out Complex64 result)
{
try {
result = ConvertToComplex64(value);
return true;
} catch {
result = default(Complex64);
return false;
}
}
private static object TrueDivide(int x, Complex64 y)
{
return ComplexOps.TrueDivide(Complex64.MakeReal(x), y);
}