C++数值算法\Chap01\Chap1.dsp
...........\......\Chap1.dsw
...........\......\Chap1.ncb
...........\......\Chap1.opt
...........\......\Chap1.plg
...........\......\Comm.cpp
...........\.....2\Chap2.dsp
...........\......\Chap2.dsw
...........\......\Chap2.ncb
...........\......\Chap2.opt
...........\......\ComplexExample.cpp
...........\.....3\Chap3.dsp
...........\......\Chap3.dsw
...........\......\Chap3.ncb
...........\......\Chap3.opt
...........\......\Chap3.plg
...........\......\rand.cpp
...........\......\rand_01_One.cpp
...........\......\rand_01_Series.cpp
...........\......\rand_ab_One.cpp
...........\......\rand_ab_Series.cpp
...........\......\rand_NormalDistributing_One.cpp
...........\......\rand_NormalDistributing_Series.cpp
...........\.....4\Chap4.dsp
...........\......\Chap4.dsw
...........\......\Chap4.ncb
...........\......\Chap4.opt
...........\......\FractionValue.cpp
...........\......\PolyDiv.cpp
...........\......\PolyMultip.cpp
...........\......\PolyValueOneDim.cpp
...........\......\PolyValueOneDimGroup.cpp
...........\......\PolyValueTwoDim.cpp
...........\.....5\Chap5.dsp
...........\......\Chap5.dsw
...........\......\Chap5.ncb
...........\......\Chap5.opt
...........\......\GeneralizedInversionSingularValue.cpp
...........\......\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
...........\.....6\Chap6.dsp
...........\......\Chap6.dsw
...........\......\Chap6.ncb
...........\......\Chap6.opt
...........\......\EigenvalueVectorHessenbergQR.cpp
...........\......\EigenvalueVectorRealSymmetryJacobi.cpp
...........\......\EigenvalueVectorRealSymmetryJacobiB.cpp
...........\......\EigenvalueVectorRealTriangleQR.cpp
...........\......\HessenbergTransform.cpp
...........\......\HouseholderTransform.cpp
...........\.....7\Chap7.dsp
...........\......\Chap7.dsw
...........\......\Chap7.ncb
...........\......\Chap7.opt
...........\......\LE_GaussSeidelIteration.cpp
...........\......\LE_IllConditionedEquation.cpp
...........\......\LE_LinearLeastSquareGeneralizedInverse.cpp
...........\......\LE_LinearLeastSquareHouseholder.cpp
...........\......\LE_SparseEuationTotalChoiceGaussJordan.cpp
...........\......\LE_StrapEquationGauss.cpp
...........\......\LE_SymmetryEquation.cpp
...........\......\LE_SymmetryRegularEuationConjugateGradient.cpp
...........\......\LE_SymmetryRegularEuationSquareRoot.cpp
...........\......\LE_ToeplitzEuationLevinson.cpp
...........\......\LE_TotalChoiceGauss.cpp
...........\......\LE_TotalChoiceGaussJordan.cpp
...........\......\LE_TridiagonalEquationGauss.cpp
...........\.....8\Chap8.dsp
...........\......\Chap8.dsw
...........\......\Chap8.ncb
...........\......\Chap8.opt
...........\......\RootAitken.cpp
...........\......\RootFraction.cpp
...........\......\RootGradient.cpp
...........\......\RootHalves.cpp
...........\......\RootLeastSquareGeneralizedInverse1.cpp
...........\......\RootLeastSquareGeneralizedInverse2.cpp
...........\......\RootMonteCarloComplex.cpp
...........\......\RootMonteCarloGroupReal.cpp
...........\......\RootMonteCarloReal.cpp
...........\......\RootNewton.cpp
...........\......\RootNewtonHillDown.cpp
...........\......\RootQR.cpp
...........\......\RootQuasiNewton.cpp
...........\.....9\Chap9.dsp
...........\......\Chap9.dsw
...........\......\Chap9.ncb
...........\......\Chap9.opt
...........\......\Interpolation1Variable3PointsIsometry.cpp