You are here: Symbol Reference > Dew Namespace > Dew.Math Namespace > Dew.Math.Units Namespace > Classes > MtxIntDiff Class > MtxIntDiff Methods > QuadGauss Method > MtxIntDiff.QuadGauss Method (TRealFunction, double, double, [In] TVec, [In] object[], out TIntStopReason, [In] TMtxFloatPrecision, TQuadMethod, double, int)
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MtxIntDiff.QuadGauss Method (TRealFunction, double, double, [In] TVec, [In] object[], out TIntStopReason, [In] TMtxFloatPrecision, TQuadMethod, double, int)
MtxIntDiff Class  MtxIntDiff Members  Dew.Math.Units Namespace  QuadGauss Method  See Also
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Evaluate the numerical integral between lower and upper bound using Gauss quadrature algorithm.

Syntax
C#
Visual Basic
public static double QuadGauss(TRealFunction Fun, double lb, double ub, [In] TVec Constants, [In] object[] ObjConst, out TIntStopReason StopReason, [In] TMtxFloatPrecision FloatPrecision, TQuadMethod QMethod, double Tolerance, int MaxIter);
Returns

the numerical approximate on integral of function Fun between limits lb and ub.

Remarks

This version calculates base points and weights on the fly.

See Also
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