文件名称:matlab-for-differential-equations
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常微分方程的初值问题与偏微分方程的数值求解问题-Initial value problems for ordinary differential equations and partial differential equations numerical solving problems
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下载文件列表
Ordinary and partial differential equations\DEEuler.m
...........................................\DEimpEuler.m
...........................................\DEimpEuler1.m
...........................................\DELGKT2_mid.m
...........................................\DELGKT2_suen.m
...........................................\DELGKT3_kuta.m
...........................................\DELGKT3_suen.m
...........................................\DELGKT4_jer.m
...........................................\DELGKT4_lungkuta.m
...........................................\DELGKT4_qt.m
...........................................\DELSBRK.m
...........................................\DEMiren.m
...........................................\DEModifEuler.m
...........................................\DEMS.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
...........................................\DKIniU.m
...........................................\EllIni2Uxl.m
...........................................\EllIni2Uxr.m
...........................................\EllIni2Uyl.m
...........................................\EllIni2Uyr.m
...........................................\Funval (2).m
...........................................\Funval.m
...........................................\Ini2U.m
...........................................\NewtonRoot.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
...........................................\PrIniU.m
Ordinary and partial differential equations