文件名称:arithmetic
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经典算法包,内含多种(几何、结构、数论、数值计算、图论等)算法的实现代码的txt文件;以及关于算法的应用。-Classical algorithm package, containing a variety of (geometry, structure, number theory, numerical calculation, graph theory, etc.) algorithm code txt file and on the application of algorithms.
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下载文件列表
文件名 | 大小 | 更新时间 |
---|---|---|
典型算法包\update.log | ||
..........\其他\分数.txt | ||
..........\....\大数(整数类封装).txt | ||
..........\....\日期.txt | ||
..........\....\矩阵.txt | ||
..........\....\线性方程组(gauss).txt | ||
..........\....\线性相关.txt | ||
..........\几何\三维几何.txt | ||
..........\....\三角形.txt | ||
..........\....\几何公式.txt | ||
..........\....\凸包(graham).txt | ||
..........\....\圆.txt | ||
..........\....\多边形.txt | ||
..........\....\多边形切割.txt | ||
..........\....\整数函数.txt | ||
..........\....\注意.txt | ||
..........\....\浮点函数.txt | ||
..........\....\球面.txt | ||
..........\....\网格(pick).txt | ||
..........\....\面积.txt | ||
..........\列表.txt | ||
..........\图论_NP搜索\最大团.txt | ||
..........\.....匹配\一般图匹配(正向表形式).txt | ||
..........\.........\一般图匹配(邻接表形式).txt | ||
..........\.........\一般图匹配(邻接表形式 | 邻接阵接口).txt | |
..........\.........\一般图匹配(邻接阵形式).txt | ||
..........\.........\二分图最佳匹配(kuhn_munkras邻接阵形式).txt | ||
..........\.........\二分图最大匹配(hungary正向表形式).txt | ||
..........\.........\二分图最大匹配(hungary邻接表形式).txt | ||
..........\.........\二分图最大匹配(hungary邻接表形式 | 邻接阵接口).txt | |
..........\.........\二分图最大匹配(hungary邻接阵形式).txt | ||
..........\.....应用\前序表转化.txt | ||
..........\.........\拓扑排序(邻接阵形式).txt | ||
..........\.........\最佳边割集.txt | ||
..........\.........\最佳顶点割集.txt | ||
..........\.........\最小路径覆盖.txt | ||
..........\.........\最小边割集.txt | ||
..........\.........\最小顶点割集.txt | ||
..........\.........\树的优化算法.txt | ||
..........\.........\欧拉回路(邻接阵形式).txt | ||
..........\.....最短路径\最短路径(单源bellman_ford邻接阵形式).txt | ||
..........\.............\最短路径(单源dijkstra+binary_heap正向表形式).txt | ||
..........\.............\最短路径(单源dijkstra+binary_heap邻接表形式).txt | ||
..........\.............\最短路径(单源dijkstra+mapped_heap正向表形式).txt | ||
..........\.............\最短路径(单源dijkstra+mapped_heap邻接表形式).txt | ||
..........\.............\最短路径(单源dijkstra_bfs正向表形式).txt | ||
..........\.............\最短路径(单源dijkstra_bfs邻接表形式).txt | ||
..........\.............\最短路径(单源dijkstra邻接阵形式).txt | ||
..........\.............\最短路径(多源floyd_warshall邻接阵形式).txt | ||
..........\.....生成树\最小树形图(邻接阵形式).txt | ||
..........\...........\最小生成树(kruskal正向表形式).txt | ||
..........\...........\最小生成树(kruskal邻接表形式).txt | ||
..........\...........\最小生成树(prim+binary_heap正向表形式).txt | ||
..........\...........\最小生成树(prim+binary_heap邻接表形式).txt | ||
..........\...........\最小生成树(prim+mapped_heap正向表形式).txt | ||
..........\...........\最小生成树(prim+mapped_heap邻接表形式).txt | ||
..........\...........\最小生成树(prim邻接阵形式).txt | ||
..........\.....网络流\上下界最大流(邻接表形式).txt | ||
..........\...........\上下界最大流(邻接阵形式).txt | ||
..........\...........\上下界最小流(邻接表形式).txt | ||
..........\...........\上下界最小流(邻接阵形式).txt | ||
..........\...........\最大流(邻接表形式).txt | ||
..........\...........\最大流(邻接表形式 | 邻接阵接口).txt | |
..........\...........\最大流(邻接阵形式).txt | ||
..........\...........\最大流无流量(邻接阵形式).txt | ||
..........\...........\最小费用最大流(邻接阵形式).txt | ||
..........\.....连通性\无向图关键点(dfs邻接阵形式).txt | ||
..........\...........\无向图关键边(dfs邻接阵形式).txt | ||
..........\...........\无向图块(bfs邻接阵形式).txt | ||
..........\...........\无向图连通分支(bfs邻接阵形式).txt | ||
..........\...........\无向图连通分支(dfs邻接阵形式).txt | ||
..........\...........\有向图强连通分支(bfs邻接阵形式).txt | ||
..........\...........\有向图强连通分支(dfs邻接阵形式).txt | ||
..........\...........\有向图最小点基(邻接阵形式).txt | ||
..........\应用\joseph.txt | ||
..........\....\N皇后构造解.txt | ||
..........\....\字符串最小表示.txt | ||
..........\....\布尔母函数.txt | ||
..........\....\幻方构造.txt | ||
..........\....\最大子串匹配.txt | ||
..........\....\最大子段和.txt | ||
..........\....\最大子阵和.txt | ||
..........\....\最长公共单调子序列.txt | ||
..........\....\最长子序列.txt | ||
..........\....\模式匹配(kmp).txt | ||
..........\....\第k元素.txt | ||
..........\....\逆序对数.txt | ||
..........\数值计算\周期性方程(追赶法).txt | ||
..........\........\多项式求根(牛顿法).txt | ||
..........\........\定积分计算(Romberg).txt | ||
..........\..论\最大公约数欧拉函数.txt | ||
..........\....\ |