Xu Shiliang classical algorithm, described some of the classic mathematical methods to solve mathematical problems

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
.........................\...0 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正法 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
.........................\...1 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
.........................\...2 极值问题的求解\12.1 MAX10.C
.........................\...................\12.1 一维极值连分式法 MAX1.C
.........................\...................\12.2 MAXN0.C
.........................\...................\12.2 n维极值连分式法 MAXN.C
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