CDN加速镜像 | 设为首页 | 加入收藏夹
登陆 | 会员注册
当前位置： 首页 资源下载 源码下载 数值算法/人工智能
收藏

文件名称:acm_code

  • 所属分类：
    Mathimatics-Numerical algorithms
  • 标签属性：
    [WORD]
  • 上传时间：
    2012-11-16
  • 文件大小：
    802.1kb
  • 已下载：
    0次
  • 提 供 者：
    石***
  • 相关连接：
    无
  • 下载说明：
    别用迅雷下载，失败请重下，重下不扣分！
修正介绍说明

介绍说明－－下载内容来自于网络，使用问题请自行百度

ACM资料大集合，超多关于ACM的资料，全是很经典的，要是把这个全搞定，肯定是金奖！-ACM large collection of information, ultra more information on ACM, the whole is very classic, and if to get the whole is definitely gold!
相关搜索： ACM Code a

(系统自动生成,下载前可以参看下载内容)

下载文件列表

文件名大小更新时间
acm_code/Parencodings答案.doc
acm_code/答案Yellow Code.doc
acm_code/答案Geometry Made Simple .doc
acm_code/有答案Immediate Decodability.doc
acm_code/有答案So You Want to Be a (2^n)-Aire.doc
acm_code/Magic Bitstrings有答案.doc
acm_code/GG_rr_sg/update.log
acm_code/GG_rr_sg/列表.txt
acm_code/GG_rr_sg/结构/堆(binary).txt
acm_code/GG_rr_sg/结构/堆(mapped).txt
acm_code/GG_rr_sg/结构/子段和.txt
acm_code/GG_rr_sg/结构/子阵和.txt
acm_code/GG_rr_sg/结构/并查集.txt
acm_code/GG_rr_sg/结构/并查集扩展(friend_enemy).txt
acm_code/GG_rr_sg/结构/矩形切割.txt
acm_code/GG_rr_sg/结构/线段树.txt
acm_code/GG_rr_sg/结构/线段树应用.txt
acm_code/GG_rr_sg/结构/线段树扩展.txt
acm_code/GG_rr_sg/结构
acm_code/GG_rr_sg/组合/字典序全排列.txt
acm_code/GG_rr_sg/组合/字典序组合.txt
acm_code/GG_rr_sg/组合/排列组合生成.txt
acm_code/GG_rr_sg/组合/生成gray码.txt
acm_code/GG_rr_sg/组合/组合公式.txt
acm_code/GG_rr_sg/组合/置换(polya).txt
acm_code/GG_rr_sg/组合
acm_code/GG_rr_sg/数论/最大公约数欧拉函数.txt
acm_code/GG_rr_sg/数论/模线性方程(组).txt
acm_code/GG_rr_sg/数论/素数表.txt
acm_code/GG_rr_sg/数论/素数随机判定(miller_rabin).txt
acm_code/GG_rr_sg/数论/质因数分解.txt
acm_code/GG_rr_sg/数论/阶乘最后非零位.txt
acm_code/GG_rr_sg/数论
acm_code/GG_rr_sg/数值计算/周期性方程(追赶法).txt
acm_code/GG_rr_sg/数值计算/多项式求根(牛顿法).txt
acm_code/GG_rr_sg/数值计算/定积分计算(Romberg).txt
acm_code/GG_rr_sg/数值计算
acm_code/GG_rr_sg/应用/joseph.txt
acm_code/GG_rr_sg/应用/N皇后构造解.txt
acm_code/GG_rr_sg/应用/字符串最小表示.txt
acm_code/GG_rr_sg/应用/布尔母函数.txt
acm_code/GG_rr_sg/应用/幻方构造.txt
acm_code/GG_rr_sg/应用/最大子串匹配.txt
acm_code/GG_rr_sg/应用/最大子段和.txt
acm_code/GG_rr_sg/应用/最大子阵和.txt
acm_code/GG_rr_sg/应用/最长公共单调子序列.txt
acm_code/GG_rr_sg/应用/最长子序列.txt
acm_code/GG_rr_sg/应用/模式匹配(kmp).txt
acm_code/GG_rr_sg/应用/第k元素.txt
acm_code/GG_rr_sg/应用/逆序对数.txt
acm_code/GG_rr_sg/应用
acm_code/GG_rr_sg/图论_连通性/无向图关键点(dfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/无向图关键边(dfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/无向图块(bfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/无向图连通分支(bfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/无向图连通分支(dfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/有向图强连通分支(bfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/有向图强连通分支(dfs邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性/有向图最小点基(邻接阵形式).txt
acm_code/GG_rr_sg/图论_连通性
acm_code/GG_rr_sg/图论_网络流/上下界最大流(邻接表形式).txt
acm_code/GG_rr_sg/图论_网络流/上下界最大流(邻接阵形式).txt
acm_code/GG_rr_sg/图论_网络流/上下界最小流(邻接表形式).txt
acm_code/GG_rr_sg/图论_网络流/上下界最小流(邻接阵形式).txt
acm_code/GG_rr_sg/图论_网络流/最大流(邻接表形式).txt
acm_code/GG_rr_sg/图论_网络流/最大流(邻接表形式邻接阵接口).txt
acm_code/GG_rr_sg/图论_网络流/最大流(邻接阵形式).txt
acm_code/GG_rr_sg/图论_网络流/最大流无流量(邻接阵形式).txt
acm_code/GG_rr_sg/图论_网络流/最小费用最大流(邻接阵形式).txt
acm_code/GG_rr_sg/图论_网络流
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源bellman_ford邻接阵形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra+binary_heap正向表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra+binary_heap邻接表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra+mapped_heap正向表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra+mapped_heap邻接表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra_bfs正向表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra_bfs邻接表形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(单源dijkstra邻接阵形式).txt
acm_code/GG_rr_sg/图论_最短路径/最短路径(多源floyd_warshall邻接阵形式).txt
acm_code/GG_rr_sg/图论_最短路径
acm_code/GG_rr_sg/图论_支撑树/最小树形图(邻接阵形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(kruskal正向表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(kruskal邻接表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(prim+binary_heap正向表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(prim+binary_heap邻接表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(prim+mapped_heap正向表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(prim+mapped_heap邻接表形式).txt
acm_code/GG_rr_sg/图论_支撑树/最小生成树(prim邻接阵形式).txt
acm_code/GG_rr_sg/图论_支撑树
acm_code/GG_rr_sg/图论_应用/前序表转化.txt
acm_code/GG_rr_sg/图论_应用/拓扑排序(邻接阵形式).txt
acm_code/GG_rr_sg/图论_应用/最佳边割集.txt
acm_code/GG_rr_sg/图论_应用/最佳顶点割集.txt
acm_code/GG_rr_sg/图论_应用/最小路径覆盖.txt
acm_code/GG_rr_sg/图论_应用/最小边割集.txt
acm_code/GG_rr_sg/图论_应用/最小顶点割集.txt
acm_code/GG_rr_sg/图论_应用/树的优化算法.txt
acm_code/GG_rr_sg/图论_应用/欧拉回路(邻接阵形式).txt
acm_code/GG_rr_sg/图论_应用
acm_code/GG_rr_sg/图论_匹配/一般图匹配(正向表形式).txt
acm_code/GG_rr_sg/图论_匹配/一般图匹配(邻接表形式).txt
acm_code/GG_rr_sg/图论_匹配/一般图匹配(邻接表形式邻接阵接口).txt
acm_code/GG_rr_sg/图论_匹配/一般图匹配(邻接阵形式).txt
acm_code/GG_rr_sg/图论_匹配/二分图最佳匹配(kuhn_munkras邻接阵形式).txt
acm_code/GG_rr_sg/图论_匹配/二分图最大匹配(hungary正向表形式).txt
acm_code/GG_rr_sg/图论_匹配/二分图最大匹配(hungary邻接表形式).txt
acm_code/GG_rr_sg/图论_匹配/二分图最大匹配(hungary邻接表形式邻接阵接口).txt
acm_code/GG_rr_sg/图论_匹配/二分图最大匹配(hungary邻接阵形式).txt
acm_code/GG_rr_sg/图论_匹配
acm_code/GG_rr_sg/图论_NP搜索/最大团(n小于64)(faster).txt
acm_code/GG_rr_sg/图论_NP搜索/最大团.txt
acm_code/GG_rr_sg/图论_NP搜索
acm_code/GG_rr_sg/几何/三维几何.txt
acm_code/GG_rr_sg/几何/三角形.txt
acm_code/GG_rr_sg/几何/几何公式.txt
acm_code/GG_rr_sg/几何/凸包(graham).txt
acm_code/GG_rr_sg/几何/圆.txt
acm_code/GG_rr_sg/几何/多边形.txt
acm_code/GG_rr_sg/几何/多边形切割.txt
acm_code/GG_rr_sg/几何/整数函数.txt
acm_code/GG_rr_sg/几何/注意.txt
acm_code/GG_rr_sg/几何/浮点函数.txt
acm_code/GG_rr_sg/几何/球面.txt
acm_code/GG_rr_sg/几何/网格(pick).txt
acm_code/GG_rr_sg/几何/面积.txt
acm_code/GG_rr_sg/几何
acm_code/GG_rr_sg/其他/分数.txt
acm_code/GG_rr_sg/其他/大数(整数类封装).txt
acm_code/GG_rr_sg/其他/日期.txt
acm_code/GG_rr_sg/其他/矩阵.txt
acm_code/GG_rr_sg/其他/线性方程组(gauss).txt
acm_code/GG_rr_sg/其他/线性相关.txt
acm_code/GG_rr_sg/其他
acm_code/GG_rr_sg
acm_code/ACM答案/Parencodings答案.doc
acm_code/ACM答案/答案Yellow Code.doc
acm_code/ACM答案/有答案Immediate Decodability.doc
acm_code/ACM答案/Magic Bitst

相关说明

  • 本站资源为会员上传分享交流与学习,如有侵犯您的权益,请联系我们删除.
  • 搜珍网是交换下载平台，只提供交流渠道，下载内容来自于网络，除下载问题外，其它问题请自行百度。更多...
  • 本站已设置防盗链，请勿用迅雷、QQ旋风等下载软件下载资源，下载后用WinRAR最新版进行解压.
  • 如果您发现内容无法下载，请稍后再次尝试；或换浏览器；或者到消费记录里找到下载记录反馈给我们.
  • 下载后发现下载的内容跟说明不相乎，请到消费记录里找到下载记录反馈给我们，经确认后退回积分.
  • 如下载前有疑问，可以通过点击"提供者"的名字，查看对方的联系方式，联系对方咨询.
查看所有评论

相关评论

暂无评论内容．

发表评论

*快速评论： 推荐 一般 有密码 和说明不符 不是源码或资料 文件不全 不能解压 纯粹是垃圾
*内　　容：
*验 证 码：
搜珍网 www.dssz.com