{blockLibraryPPcategoriesPPFFSignalSSOperationsFFMathSSFunctionsFFMatricesSSandSSLinearSSAlgebraFFMatrixSSInversesPP_label} (DSP)

In the section Matrix Inverses libraries Signal Processing It is possible to calculate inverse matrices using various decomposition methods such as Cholesky, LDL and LU decompositions. These blocks provide calculations for working with positive definite matrices and solving systems of equations.

{blockLibraryPPblocksPPFFSignalSSOperationsFFMathSSFunctionsFFMatricesSSandSSLinearSSAlgebraFFMatrixSSInversesFFCholeskySSInversePP_label} (DSP): Calculation of the inverse Hermitian positive definite matrix using the Cholesky decomposition.
{blockLibraryPPblocksPPFFSignalSSOperationsFFMathSSFunctionsFFMatricesSSandSSLinearSSAlgebraFFMatrixSSInversesFFLDLSSInversePP_label} (DSP): Calculation of the inverse Hermitian positive definite matrix using LDL decomposition.
{blockLibraryPPblocksPPFFSignalSSOperationsFFMathSSFunctionsFFMatricesSSandSSLinearSSAlgebraFFMatrixSSInversesFFLUSSInversePP_label} (DSP): Calculation of the inverse matrix using the LU decomposition usage.