public static ISILObject ExpressionParse(string functionspace, string unparsedArgs, List <ISILObject> equations)
{
unparsedArgs = unparsedArgs.Trim();
//Check if it is not an equation but a variable, otherwise recurse until it is a single object
if (!SIL_Math.IsEquation(unparsedArgs) && !unparsedArgs.Contains('['))
{
return(Retrieve_SIL_Object(functionspace, unparsedArgs, equations));
}
int leftIndex = 0,
rightIndex = 0;
string deepestEquation;
//parse arrays first
if (unparsedArgs.Contains('['))
{
deepestEquation = FindDeepest(unparsedArgs, '[', ']', ref rightIndex, ref leftIndex);
ISILObject arrIndex = ProcessEquation(functionspace, deepestEquation, equations);
string arrName = "";
leftIndex--;
while (leftIndex > 0 ?
(!SIL_Math.IsOperator(unparsedArgs[leftIndex - 1]) &&
unparsedArgs[leftIndex - 1] != '[' &&
unparsedArgs[leftIndex - 1] != '(') : false)
{
leftIndex--;
arrName += unparsedArgs[leftIndex];
}
arrName = Reverse(arrName).Trim();
int leftLength = leftIndex;
string leftPart = leftLength > 0 ? unparsedArgs.Substring(0, leftLength) : "";
rightIndex = rightIndex == unparsedArgs.Length ? rightIndex : rightIndex + 1;
int rightLength = unparsedArgs.Length - rightIndex;
string rightPart = rightLength > 0 ? unparsedArgs.Substring(rightIndex, rightLength) : "";
equations.Add(new SILArrayElement(functionspace + "." + arrName, arrIndex));
unparsedArgs = leftPart +
"{" + (equations.Count - 1).ToString() + "}" +
rightPart;
return(ExpressionParse(functionspace, unparsedArgs, equations));
}
deepestEquation = FindDeepest(unparsedArgs, '(', ')', ref rightIndex, ref leftIndex);
if (leftIndex > 1)
{
if (char.IsLetterOrDigit(unparsedArgs[leftIndex - 2]))
{
string functionName = "";
leftIndex--;
while (leftIndex > 0 ?
(!SIL_Math.IsOperator(unparsedArgs[leftIndex - 1]) &&
unparsedArgs[leftIndex - 1] != '[' &&
unparsedArgs[leftIndex - 1] != '(') : false)
{
leftIndex--;
functionName += unparsedArgs[leftIndex];
}
functionName = Reverse(functionName).Trim();
int leftLength = leftIndex;
string leftPart = leftLength > 0 ? unparsedArgs.Substring(0, leftLength) : "";
rightIndex = rightIndex == unparsedArgs.Length ? rightIndex : rightIndex + 1;
int rightLength = unparsedArgs.Length - rightIndex;
string rightPart = rightLength > 0 ? unparsedArgs.Substring(rightIndex, rightLength) : "";
string function_s = unparsedArgs.Substring(leftLength, rightIndex - leftLength).Trim();
SILFunction function;
object[] functionArgs = null;
int linenumber = 0;
CALL_Parse(functionspace, "CALL " + function_s, ref functionArgs, ref linenumber);
function = (SILFunction)functionArgs[0];
equations.Add(function);
unparsedArgs = leftPart +
"{" + (equations.Count - 1).ToString() + "}" +
rightPart;
return(ExpressionParse(functionspace, unparsedArgs, equations));
}
}
if (!SIL_Math.IsEquation(deepestEquation))
{
unparsedArgs = unparsedArgs.Replace("(" + deepestEquation + ")", deepestEquation.Trim());
}
else
{
equations.Add((SILEquation)ProcessEquation(functionspace, deepestEquation, equations));
int leftLength = leftIndex > 0 ? leftIndex - 1 : 0;
string leftPart = leftLength > 0 ? unparsedArgs.Substring(0, leftLength) : "";
rightIndex = rightIndex == unparsedArgs.Length ? rightIndex : rightIndex + 1;
int rightLength = unparsedArgs.Length - rightIndex;
string rightPart = rightLength > 0 ? unparsedArgs.Substring(rightIndex, rightLength) : "";
unparsedArgs = leftPart +
"{" + (equations.Count - 1).ToString() + "}" +
rightPart;
}
return(ExpressionParse(functionspace, unparsedArgs, equations));
}
/// <summary>
/// Converts the input equation string into a SIL_Equation recursive datastructure
/// </summary>
/// <param name="equation">basic input eqaution, must NOT contain any brackets!</param>
/// <returns>Converted equation class which can be calculated</returns>
static ISILObject ProcessEquation(string functionspace, string equationString, List <ISILObject> equations)
{
//always returns equation
if (!SIL_Math.IsEquation(equationString))
{
return(Retrieve_SIL_Object(functionspace, equationString, equations));
}
char[] separators = { '/', '*', '+', '-', '&', '|', '<', '>', '=' };
string leftVar = "",
rightVar = "",
equationSubstring = "";
int leftIndex = 0,
rightIndex = 0;
SILEquation equation = new SILEquation();
equationString = equationString.Trim();
//multiplication and division needs to be taken care of first!
List <OperatorPosition> firstPos = new List <OperatorPosition>();
for (int i = 0; i < separators.Length; i++)
{
int pos = equationString.IndexOf(separators[i]);
if (pos >= 0)
{
OperatorPosition op = new OperatorPosition();
op.position = pos;
op.c = separators[i];
firstPos.Add(op);
}
if (i == 1 && firstPos.Count > 0)
{
break;
}
}
firstPos.Sort(SortFirstOperators);
equation.Operation = ConvertToOperator(firstPos[0].c);
//now find the two terms this operation applies to and build new SIL_Equation class
//find left variable
for (int i = firstPos[0].position - 1; i >= 0; i--)
{
leftIndex = i;
if (SIL_Math.IsOperator(equationString[i]))
{
if (i == 1)
{
leftIndex--; //allow negative numbers
}
break;
}
leftVar += equationString[i];
}
leftVar = leftVar.Trim();
if (leftVar.Length == 0)
{
leftVar = "0";
}
else
{
leftVar = Reverse(leftVar); //reverse the string b/c I read it from right to left
}
equation.Argument1 = Retrieve_SIL_Object(functionspace, leftVar, equations);
//find right variable
for (int i = firstPos[0].position + 1; i < equationString.Length; i++)
{
if (SIL_Math.IsOperator(equationString[i]))
{
break;
}
rightIndex = i;
rightVar += equationString[i];
}
rightIndex++;
rightVar = rightVar.Trim();
if (rightVar.Length == 0)
{
rightVar = "0";
}
equation.Argument2 = Retrieve_SIL_Object(functionspace, rightVar, equations);
equationSubstring = equationString.Substring(leftIndex, rightIndex - leftIndex);
string leftPart = leftIndex > 0 ? equationString.Substring(0, leftIndex + 1) : "";
int rightLength = equationString.Length - rightIndex;
string rightPart = rightLength > 0 ? equationString.Substring(rightIndex, rightLength) : "";
equationString = leftPart +
"{" + equations.Count.ToString() + "}" +
rightPart;
equations.Add(equation);
return(ProcessEquation(functionspace, equationString, equations));
}
static ActionType CALL_Parse(string functionspace, string unparsedArgs, ref object[] parsedArgs, ref int lineNumber)
{
string parameters = unparsedArgs.Substring(5, unparsedArgs.Length - 5);
if (!parameters.Contains("("))
{
throw new Exception("\"(\" Expected!");
}
string[] split = parameters.Split(new char[] { '(' }, StringSplitOptions.RemoveEmptyEntries);
if (split.Length != 2)
{
throw new SyntaxErrorException();
}
string functionName = split[0];
FunctionPrototype prototype = FunctionTable.Get(functionName);
//Parse parameters & their types
split[1] = split[1].Trim();
if (split[1][split[1].Length - 1] != ')')
{
throw new Exception("\")\" Expected!");
}
split[1] = split[1].Substring(0, split[1].Length - 1);
string[] split2 = split[1].Split(',');
if (split2.Length == 1 && split2[0].Trim() == "")
{
split2 = new string[] { }
}
;
if (split2.Length != prototype.ParameterTypes.Length)
{
throw new Exception("Incorrect number of arguments!");
}
List <ISILObject> functionParameters = new List <ISILObject>();
for (int i = 0; i < split2.Length; i++)
{
string parameter_s = split2[i].Trim();
if (parameter_s == "")
{
throw new Exception(string.Format("Missing parameter type and name for argument #{0}!", i));
}
ISILObject parameter;
if (SIL_Math.IsEquation(parameter_s))
{
parameter = ExpressionParse(functionspace, parameter_s, new List <ISILObject>());
}
else
{
parameter = Retrieve_SIL_Object(functionspace, parameter_s, null);
}
if ((prototype.ParameterTypes[i] == ObjectType.Array && parameter.Type != ObjectType.Array) ||
(prototype.ParameterTypes[i] == ObjectType.Integer && parameter.Type == ObjectType.Array))
{
throw new Exception(
string.Format("Incorrect type of parameter #{0}, {1} expexted!",
i, Enum.GetName(typeof(ObjectType), prototype.ParameterTypes[i])));
}
functionParameters.Add(parameter);
}
SILFunction function = new SILFunction(functionName, functionParameters.ToArray());
parsedArgs = new object[] { function };
return(ActionType.CALL);
}