matlab常用算法\第17章 数据统计和分析\AccordAnalysis.m

..............\......................\BackReg.m

..............\......................\CollectAnaly.m

..............\......................\CompPoly2Reg.m

..............\......................\DistgshAnalysis.m

..............\......................\ForwardReg.m

..............\......................\LineReg.m

..............\......................\MainAnalysis.m

..............\......................\MultiLineReg.m

..............\......................\PeakReg.m

..............\......................\PolyReg.m

..............\......................\ZYFG.m

..............\..4章 插值\Atken.m

..............\...........\BSample.m

..............\...........\DCS.m

..............\...........\DH.m

..............\...........\DL.m

..............\...........\DTL.m

..............\...........\FCZ.m

..............\...........\Gauss.m

..............\...........\Hermite.m

..............\...........\Language.m

..............\...........\Neville.m

..............\...........\Newton.m

..............\...........\Newtonback.m

..............\...........\Newtonforward.m

..............\...........\SecSample.m

..............\...........\SubHermite.m

..............\...........\ThrSample1.m

..............\...........\ThrSample2.m

..............\...........\ThrSample3.m

..............\..5章 函数逼近\Chebyshev.m

..............\...............\DFF.m

..............\...............\FZZ.m

..............\...............\LZXEC.m

..............\...............\Legendre.m

..............\...............\Pade.m

..............\...............\SmartBJ.m

..............\...............\SmartYTBJ.m

..............\...............\ZJPF.m

..............\...............\ZJZXEC.m

..............\...............\lmz.m

..............\...............\multifit.m

..............\..6章 矩阵特征值计算\Chapoly.m

..............\.....................\dimethod.m

..............\.....................\hessqrtz.m

..............\.....................\ipmethod.m

..............\.....................\pmethod.m

..............\.....................\qrtz.m

..............\.....................\rpmethod.m

..............\.....................\rqrtz.m

..............\.....................\spmethod.m

..............\..7章 数值微分\CISimpson.m

..............\...............\DISimpson.m

..............\...............\Diff2BSample.m

..............\...............\DiffBSample.m

..............\...............\FivePoint.m

..............\...............\FivePoint2.m

..............\...............\FourPoint.m

..............\...............\FourPoint2.m

..............\...............\MidPoint.m

..............\...............\Richason.m

..............\...............\SmartDF.m

..............\...............\ThreePoint.m

..............\...............\ThreePoint2.m

..............\..8章 数值积分\CombineTraprl.m

..............\...............\DDBuer.m

..............\...............\DDSimpson.m

..............\...............\DDTraprl.m

..............\...............\DblSimpson.m

..............\...............\DblTraprl.m

..............\...............\IntDBGauss.m

..............\...............\IntGauss.m

..............\...............\IntGaussHermite.m

..............\...............\IntGaussLada.m

..............\...............\IntGaussLager.m

..............\...............\IntGaussLobato.m

..............\...............\IntPWC.m

..............\...............\IntQBXF1.m

..............\...............\IntQBXF2.m

..............\...............\IntSample.m

..............\...............\IntSimpson.m

..............\...............\NewtonCotes.m

..............\...............\Roberg.m

..............\...............\SmartSimpson.m

..............\...............\followup.m

..............\..9章 方程求根\AtkenStablePoint.m

..............\...............\BenvliMAX.m

..............\...............\BenvliMIN.m

..............\...............\DblSecant.m

..............\...............\HalfInterval.m

..............\...............\ModifSecant.m

..............\...............\Montecarlo.m

..............\...............\MultiRoot.m

..............\...............\NewtonDown.m