Matlab语言常用算法程序集.rar 里面有很多有用的Matlab数值运算示例程序 值得参考！...

Matlab语言常用算法程序集.rar 里面有很多有用的Matlab数值运算示例程序 值得参考！-Matlab language commonly used algorithm for assembly. Rar there are many useful examples of Matlab procedures for numerical computation it is also useful!

第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
第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
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
第16章 偏微分方程的数值解法
DKIniU.m
EllIni2Uxl.m
EllIni2Uxr.m
EllIni2Uyl.m
EllIni2Uyr.m
Funval.m
Ini2U.m
PrIniU.m
peDKExp.m
peDKSam.m
peEllip5.m
peEllip5m.m
peHypb2FL.m
peHypb2JBYW.m
peHypb2LF.m
peHypbBW.m
peHypbLax.m
peHypbLaxW.m
peHypbMC.m
peHypbMLW.m
peHypbRich.m
peHypbYF.m
peParabExp.m
peParabImp.m
peParabKN.m
peParabTD.m
peParabWegImp.m
第15章 常微分方程的初值问题
DEEuler.m
DELGKT2_mid.m
DELGKT2_suen.m
DELGKT3_kuta.m
DELGKT3_suen.m
DELGKT4_jer.m
DELGKT4_lungkuta.m
DELGKT4_qt.m
DELSBRK.m
DEMS.m
DEMiren.m
DEModifEuler.m
DEWT.m
DEWT_glg.m
DEYCJZ_adms.m
DEYCJZ_adms2.m
DEYCJZ_hm.m
DEYCJZ_mid.m
DEYCJZ_ml.m
DEYCJZ_myds.m
DEYCJZ_yds.m
DEYDS.m
DEimpEuler.m
DEimpEuler1.m
Funval.m
NewtonRoot.m
第14章 特殊函数计算
Beta.m
CIx.m
EIx.m
EIx2.m
Ellipint1.m
Ellipint2.m
ErrFunc.m
IntGauss.m
IntGaussLager.m
IntSimpson.m
SIx.m
SmartSimpson.m
bessel.m
bessel2.m
besselm.m
besselm2.m
betap.m
factbygama.m
gamafun.m
gamap.m
lngama.m
第13章 随机数生成
AELDist.m
BGDist.m
BenuliDist.m
CauthyDist.m
CombineLinear.m
GaussDist.m
LaplaceDist.m
MixMOD.m
MulMOD1.m
MulMOD2.m
PFQZ.m
PoisonDist.m
PowerDist.m
PrimeMOD.m
RelayDist.m
TwoDist.m
WBDist.m
test.m
第12章 解线性方程组的迭代法
BGS.m
BJ.m
BSOR.m
JOR.m
SOR.m
SSOR.m
conjgrad.m
crs.m
fastdown.m
gauseidel.m
grs.m
jacobi.m
preconjgrad.m
richason.m
rs.m
twostep.m
第11章 解线性方程组的直接法
Crout.m
Doolittle.m
GaussJordanXQ.m
GaussXQAllMain.m
GaussXQByOrder.m
GaussXQLineMain.m
InvAddSide.m
SymPos1.m
SymPos2.m
SymPos3.m
Yesf.m
conjgrad.m
followup.m
qrxq.m
第10章 非线性方程组求解
DiffParam1.m
DiffParam2.m
SOR.m
mulBFS.m
mulConj.m
mulDFP.m
mulDNewton.m
mulDamp.m
mulDiscNewton.m
mulFastDown.m
mulGSND.m
mulGXF1.m
mulGXF2.m
mulMix.m
mulNewton.m
mulNewtonSOR.m
mulNewtonStev.m
mulNumYT.m
mulRank1.m
mulSimNewton.m
mulStablePoint.m
mulVNewton.m
第9章 方程求根
AtkenStablePoint.m
BenvliMAX.m
BenvliMIN.m
DblSecant.m
HalfInterval.m
ModifSecant.m
Montecarlo.m
MultiRoot.m
NewtonDown.m
NewtonRoot.m
PYZ.m
PallSecant.m
Parabola.m
QBS.m
QBS2.m
Secant.m
SimpleNewton.m
SinleSecant.m
StablePoint.m
StevenSecant.m
StevenStablePoint.m
TwoStep.m
Union1.m
Union2.m
YSNewton.m
hj.m
第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
第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
第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