Description: This package contains a number of matrix processing, matrix processing to meet the general requirements, due to the separation of functions to different ". Cpp" file, so the need to use their own user-selected replacement suitable to use ". Cpp" files. Among them, the matrix function: output matrix, the matrix transpose, matrix normalized to determine the matrix symmetric, symmetric positive definite matrix to determine the whole pivoting method for the matrix determinant, full pivoting Gauss (Gauss) elimination method for the general matrix of rank, with full pivoting Gauss- Jordan (Gauss-Jordan) elimination method to calculate the real (complex) inverse of a matrix, with a "variable cycle re-number method" method for the symmetric positive definite matrix inverse, Portland hold (Trench) method for the Tuobo Leeds (Toeplitz) matrix inverse real matrix LU factorization, with high Siheerde (Householder) transformations of the general order of m* n matrix QR decomposition of real symmetr
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实用矩阵处理包\Comm.h
..............\Comm.inl
..............\Debug\matrix.exe
..............\.....\matrix.ilk
..............\.....\matrix.pch
..............\.....\matrix.pdb
..............\.....\MatrixTranspose.obj
..............\.....\vc60.idb
..............\.....\vc60.pdb
..............\GeneralizedInversionSingularValue.cpp
..............\matrix.dsp
..............\matrix.dsw
..............\Matrix.h
..............\Matrix.inl
..............\matrix.ncb
..............\matrix.opt
..............\matrix.plg
..............\MatrixDeterminant.cpp
..............\MatrixExample.cpp
..............\MatrixInversionGS.cpp
..............\MatrixLU.cpp
..............\MatrixQR.cpp
..............\MatrixRank.cpp
..............\MatrixSingularValue.cpp
..............\MatrixSymmetry.cpp
..............\MatrixSymmetryRegular.cpp
..............\MatrixSymmetryRegularCholesky.cpp
..............\MatrixSymmetryRegularInversion.cpp
..............\MatrixToeplitzInversionTrench.cpp
..............\MatrixTranspose.cpp
..............\使用说明.txt
..............\Debug
实用矩阵处理包
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