- PLULinearEquationsSolution
- PLUInverse
- PLUCondNumReciprocal
- PLUQLinearEquationsSolution
- PLUGeTridLinearEquationsSolution
- PLUGeTridCondNumReciprocal
- LDLLinearEquationsSolution
- LDLInverse
- LDLCondNumReciprocal
- LDLSyTridPDLinearEquationsSolution
- LDLSyTridPDCondNumReciprocal
- CholeskyLinearEquationsSolution
- CholeskyInverse
- CholeskyCondNumReciprocal
- SylvesterEquationSchur
- SylvesterEquationSchurBlocked
- Pseudo Inverse
- Polar Decomposition
CholeskyInverse
Computes the inverse of a real symmetric or complex Hermitian positive-definite matrix using the LLT factorization computed by FactorizationCholesky. LAPACK function POTRI.
Computing for type matrix<double>
bool matrix::CholeskyInverse(
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Computing for type matrix<float>
bool matrixf::CholeskyInverse(
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Computing for type matrix<complex>
bool matrixc::CholeskyInverse(
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Computing for type matrix<complexf>
bool matrixcf::CholeskyInverse(
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Parameters
ipiv
[in] Pivot indices array obtained as result of SYTRF or HETRF function.
AI
[out] Inverted matrix.
Return Value
Return true if successful, otherwise false in case of an error.
Note
This method is applied to the matrix L obtained as result of FactorizationCholesky method.