许士良常用算法程序集C语言

.........................\ch1 多项式的计算

.........................\................\1.1 PLYV0.C

.........................\................\1.1 一维多项式求值 PLYV.C

.........................\................\1.2 PLYS0.C

.........................\................\1.2 一维多项式多组求值 PLYS.C

.........................\................\1.3 BPLY0.C

.........................\................\1.3 二维多项式求值 BPLY.C

.........................\................\1.4 CPLY0.C

.........................\................\1.4 复系数多项式求值 CPLY.C

.........................\................\1.5 PMUL0.C

.........................\................\1.5 多项式相乘 PMUL.C

.........................\................\1.6 CPML0.C

.........................\................\1.6 复系数多项式相乘 CPML.C

.........................\................\1.7 PDIV0.C

.........................\................\1.7 多项式相除 PDIV.C

.........................\................\1.8 CPDV0.C

.........................\................\1.8 复系数多项式相除 CPDV.C

.........................\ch10 常微分方程组的求解

.........................\.......................\10.1 ELR10.C

.........................\.......................\10.1 全区间积分的定步长欧拉方法 ELR1.C

.........................\.......................\10.10 ADMS0.C

.........................\.......................\10.10 全区间积分的阿当姆斯预报校* ADMS.C

.........................\.......................\10.11 HAMG0.C

.........................\.......................\10.11 全区间积分的哈明法 HAMG.C

.........................\.......................\10.12 TNR0.C

.........................\.......................\10.12 积分一步的特雷那法 TNR.C

.........................\.......................\10.13 GEAR0.C

.........................\.......................\10.13 积分刚性房产证的吉尔法 GEAR.C

.........................\.......................\10.14 DFTE0.C

.........................\.......................\10.14 二阶微分方程边值问题的数值解法 DFTE.C

.........................\.......................\10.2 ELR20.C

.........................\.......................\10.2 积分一步的变步长欧拉方法 ELR2.C

.........................\.......................\10.3 WITY0.C

.........................\.......................\10.3 全区间积分的维梯方法 WITY.C

.........................\.......................\10.4 RKT10.C

.........................\.......................\10.4 全区间积分的定步长龙格-库塔方法 RKT1.C

.........................\.......................\10.5 RKT20.C

.........................\.......................\10.5 积分一步的变步长龙格-库塔方法 RKT2.C

.........................\.......................\10.6 GIL0.C

.........................\.......................\10.6 积分一步的变步长基尔方法 GIL.C

.........................\.......................\10.7 MRSN0.C

.........................\.......................\10.7 全区间积分的变步长默森方法 MRSN.C

.........................\.......................\10.8 PBS0.C

.........................\.......................\10.8 积分一步的连分式法 PBS.C

.........................\.......................\10.9 GJFQ0.C

.........................\.......................\10.9 全区间积分的双边法 GJFQ.C

.........................\ch11 数据处理

.........................\.............\11.1 RHIS0.C

.........................\.............\11.1 随机样本分析 RHIS.C

.........................\.............\11.2 SQT10.C

.........................\.............\11.2 一元线性回归分析 SQT1.C

.........................\.............\11.3 SQT20.C

.........................\.............\11.3 多元线性回归分析 SQT2.C

.........................\.............\11.4 SQT30.C

.........................\.............\11.4 逐元回归分析 SQT3.C

.........................\.............\11.5 LOG10.C

.........................\.............\11.5 半对数数据相关 LOG1.C

.........................\.............\11.6 LOG20.C

.........................\.............\11.6 对数数据相关 LOG2.C

.........................\ch12 极值问题的求解

.........................\...................\12.1 MAX10.C

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