这题看了半天看不懂题意...还是看的网上题意写的 加一个源点一个汇点,把每个点拆成两个,这两个点的流量是v,其他联通的边都设为无穷大 输入没有1的点就与源点连接,输出只有1的点就与汇点连接 还有这个输出技巧,因为每条反向弧初始容量设置为0,因此完成增广之后,反向弧的容量即为路径. #include<map> #include<set> #include<cmath> #include<queue> #include<stack> #include…

POJ 3436 ACM Computer Factory (网络流,最大流) Description As you know, all the computers used for ACM contests must be identical, so the participants compete on equal terms. That is why all these computers are historically produced at the same factory. Eve…

洛谷题目传送门 题目 题目描述 曾经有一款流行的游戏,叫做 Infinity Loop,先来简单的介绍一下这个游戏: 游戏在一个 n ∗ m 的网格状棋盘上进行,其中有些小方格中会有水管,水管可能在格子某些方向的边界的中点有接口,所有水管的粗细都相同,所以如果两个相邻方格的共边界的中点都有接头,那么可以看作这两个接头互相连接.水管有以下 15 种形状: 游戏开始时,棋盘中水管可能存在漏水的地方. 形式化地:如果存在某个接头,没有和其它接头相连接,那么它就是一个漏水的地方. 玩家可以进行一种操作:…

[BZOJ2324][ZJOI2011]营救皮卡丘(网络流,费用流) 题面 BZOJ 洛谷 题解 如果考虑每个人走的路径,就会很麻烦. 转过来考虑每个人破坏的点集,这样子每个人可以得到一个上升的序列. 预处理\(dis[u][v]\)表示\(u\rightarrow v\)在不经过标号大于\(max\{u,v\}\)的点的情况下的最短路. 这个可以\(Floyd\)预处理. 不妨把\(0\)号点加入到每个人的序列开头,这样子一个假设一个人的序列是\(P\),那么他经过的所有边的和就是\(\sum…

HDU 3338 Kakuro Extension (网络流,最大流) Description If you solved problem like this, forget it.Because you need to use a completely different algorithm to solve the following one. Kakuro puzzle is played on a grid of "black" and "white" ce…

POJ 2711 Leapin' Lizards / HDU 2732 Leapin' Lizards / BZOJ 1066 [SCOI2007]蜥蜴(网络流,最大流) Description Your platoon of wandering lizards has entered a strange room in the labyrinth you are exploring. As you are looking around for hidden treasures, one of…

HDU 4289 Control (网络流,最大流) Description You, the head of Department of Security, recently received a top-secret information that a group of terrorists is planning to transport some WMD(Weapon of Mass Destruction)from one city (the source) to another o…

HDU 4292 Food (网络流,最大流) Description You, a part-time dining service worker in your college's dining hall, are now confused with a new problem: serve as many people as possible. The issue comes up as people in your college are more and more difficult…

[BZOJ1449][JSOI2009]球队收益(网络流,费用流) 题面 BZOJ 洛谷 题解 首先对于一支队伍而言,总共进行多少场比赛显然是已知的,假设是\(n_i\)场,那么它的贡献是:\(C_ix^2+D_iy^2=C_ix^2+D_i(n_i-x_i)^2=(C_i+D_i)x^2-2nD_ix+n^2D_i\). 我们假设\(x\)增加了\(1\),考虑贡献的增量. \((C_i+D_i)((x+1)^2-x^2)-2nD_i((x+1)-x)\) 化简之后也就是\((C_i+D_i)…

Libre 6005 「网络流 24 题」最长递增子序列 / Luogu 2766 最长递增子序列问题(网络流,最大流) Description 问题描述: 给定正整数序列x1,...,xn . (1)计算其最长递增子序列的长度s. (2)计算从给定的序列中最多可取出多少个长度为s的递增子序列. (3)如果允许在取出的序列中多次使用x1和xn,则从给定序列中最多可取出多少个长度为s的递增子序列. 编程任务: 设计有效算法完成(1)(2)(3)提出的计算任务. Input 第1 行有1个正整数n,…