文件名称:changweifenfangchengdechuzhiwenti
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常微分方程的处置问题的源代码，matlab编写的，值得收藏，欢迎大家踊跃下载，为中国的科研事业做贡献-The disposition of ordinary differential equations of the source code, matlab prepared and worthy of collection, enthusiastically welcomed the U.S. download, in order to make China' s contribution to the cause of scientific research
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第15章 常微分方程的初值问题
............................\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
............................\Funval.m
............................\NewtonRoot.m
............................\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
............................\Funval.m
............................\NewtonRoot.m