TMtx::MtxPower Method

Overload List

#	Signature	Description
1	TMtx MtxPower(TMtx Src, double Exponent, TMtxType SourceType = TMtxType::mtGeneral);	Calculates the matrix to any power, real or integer.
2	TMtx MtxPower(TMtx Src, TCplx Exponent, TMtxType SourceType = TMtxType::mtGeneral);	Calculate the matrix to complex power Exponent.

Overload 1: TMtx MtxPower(TMtx Src, double Exponent, TMtxType SourceType = TMtxType::mtGeneral);

Calculates the matrix to any power, real or integer.

#	Name	Type
1	Src	TMtx *
2	Exponent	double
3	SourceType = TMtxType::mtGeneral	TMtxType

Remarks:

Calculate the matrix to any power, real or integer. It can also be used to compute the square root of the matrix. Because the TMtx::MtxFunction method is based on the eigenvalue decomposition and the eigenvalue, the SourceType for symmetric and symmetric positive definite matrices has to be defined explicitly.

Note
The algorithm for general matrices will fail on a symmetric matrix.

See Also: TMtx::MtxSqrt, TMtx::MtxFunction

Declared in Dew::Math::TMtx · Dew.Math/MtxVec.h · Cross-compiler

Overload 2: TMtx MtxPower(TMtx Src, TCplx Exponent, TMtxType SourceType = TMtxType::mtGeneral);

Calculate the matrix to complex power Exponent.

#	Name	Type
1	Src	TMtx *
2	Exponent	TCplx
3	SourceType = TMtxType::mtGeneral	TMtxType

Declared in Dew::Math::TMtx · Dew.Math/MtxVec.h · Cross-compiler

Overload List

Overload 1: TMtx *MtxPower(TMtx *Src, double Exponent, TMtxType SourceType = TMtxType::mtGeneral);

Overload 2: TMtx *MtxPower(TMtx *Src, TCplx Exponent, TMtxType SourceType = TMtxType::mtGeneral);

Overload 1: TMtx MtxPower(TMtx Src, double Exponent, TMtxType SourceType = TMtxType::mtGeneral);

Overload 2: TMtx MtxPower(TMtx Src, TCplx Exponent, TMtxType SourceType = TMtxType::mtGeneral);