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文件名称:nowel_dblegation_magic

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矩阵运算,具体说明见程序中,在各个程序中都有详细的介绍()
相关搜索: 数值算法/人工智能

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下载文件列表

文件名大小更新时间
include\readme.txt 38 2004-07-08
readme.txt 54 2004-07-08
include\Comm.h 2117 2002-05-31
include\EigenvalueVector.h 1416 2002-05-31
include\Extremum.h 1802 2002-05-31
include\FittingApproximation.h 1072 2002-05-31
include\Integral.h 1869 2002-05-31
include\Interpolation.h 3301 2002-05-31
include\LinearEquation.h 2195 2002-05-31
include\Matrix.h 10546 2003-03-17
include\NonLinearEquation.h 2649 2002-05-31
include\OrdinaryDifferentialEguation.h 3009 2002-05-31
include\Polynomials.h 1154 2002-05-31
include\Random.h 1094 2002-05-31
include\SpecialFunction.h 1843 2002-05-31
include\Statistic.h 1595 2002-05-31
include\Transform.h 1294 2002-05-31
iGeneralizedInversionSingularValue.cpp 873 2002-11-26
MatrixDeterminant.cpp 1015 2002-11-26
MatrixExample.cpp 3849 2002-11-26
MatrixInversionGS.cpp 2365 2002-11-26
MatrixLU.cpp 1782 2002-11-26
MatrixQR.cpp 811 2002-11-26
MatrixRank.cpp 1192 2002-11-26
MatrixSingularValue.cpp 1441 2002-11-26
MatrixSymmetry.cpp 1080 2002-11-26
MatrixSymmetryRegular.cpp 1882 2002-11-26
MatrixSymmetryRegularCholesky.cpp 1602 2002-11-26
MatrixSymmetryRegularInversion.cpp 1289 2002-11-26
MatrixToeplitzInversionTrench.cpp 1192 2002-11-26
MatrixTranspose.cpp 786 2002-11-26
KChap5.dsp 4484 2002-05-31
N8Chap5.dsw 533 2002-08-06
include\Comm.inl 2220 2002-05-31
include\EigenvalueVector.inl 12736 2002-05-31
include\Extremum.inl 20683 2002-05-31
include\FittingApproximation.inl 12513 2002-05-31
include\Integral.inl 13892 2002-05-31
include\Interpolation.inl 28064 2002-05-31
include\LinearEquation.inl 19470 2002-05-31
include\Matrix.inl 26598 2002-05-31
include\NonLinearEquation.inl 21387 2002-05-31
include\OrdinaryDifferentialEguation.inl 36643 2002-05-31
include\Polynomials.inl 4934 2002-05-31
include\Random.inl 3245 2002-05-31
include\SpecialFunction.inl 18729 2002-05-31
include\Statistic.inl 9348 2002-05-31
include\Transform.inl 8414 2002-05-31
oChap5.ncb 107520 2004-07-08
2Chap5.opt 49664 2004-07-08
include 0 2017-12-01

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