今天刚学的拓扑排序,大概搞懂后发现这题是赤裸裸的水题. 于是按自己想法敲了一遍,用queue做的,也就是Kahn算法,复杂度o(V+E),调完交上去,WA了... 于是检查了一遍又交了一发,还是WA... 我还以为是用queue的问题,改成stack也WA,然后干脆放弃STL,手敲了队列,还是WA了... 我抓狂了. 感觉没什么问题的,卡了我一个多小时.最后用样例0 1测试,发现是在输入的循环判断时出错了,他要求两个都为0时结束,我只要有一个为0就结束了... 坑爹,血的教训... 然后我把之前…

M - Ordering Tasks Time Limit:3000MS     Memory Limit:0KB     64bit IO Format:%lld & %llu Description John has n tasks to do. Unfortunately, the tasks are not independent and the execution of one task is only possible if other tasks have already been…

John has n tasks to do. Unfortunately, the tasks are not independent and the execution of one task is only possible if other tasks have already been executed. Input The input will consist of several instances of the problem. Each instance begins with…

John has n tasks to do. Unfortunately, the tasks are not independent and the execution of one task isonly possible if other tasks have already been executed.InputThe input will consist of several instances of the problem. Each instance begins with a…

UVA.10305 Ordering Tasks 题意分析 详解请移步 算法学习 拓扑排序(TopSort) 拓扑排序的裸题 基本方法是,indegree表示入度表,vector存后继节点.在topsort函数中,制造一个辅助队列,首先从入度表中找到入度为0的点作起点,并且置入度为-1.接着依次处理队列中的节点,首先根据他们的后继,将其后继节点的入度依次减1,若其后继节点中的入度存在-1的,说明成环,则不存在拓扑排序.紧接着再从入度表中找到入度为0的节点,加入到队列中,直到队列空.当退出whil…

题目链接: https://vjudge.net/problem/UVA-10305#author=goodlife2017 题目描述 John有n个任务,但是有些任务需要在做完另外一些任务后才能做. 输入 输入有多组数据,每组数据第一行有两个整数1 <= n <= 100 和 m.n是任务个数(标记为1到n),m两个任务直接关系的数量.在此之后,有m行,每行有2个整数i和j,代表任务i必须在任务j之前完成.用n = m = 0结束整个输入. 输出 每一个数据对应一行n个整数,代表任务完成的顺…

两道经典的同类型拓扑排序+DFS问题,第二题较第一题简单,其中的难点在于字典序输出+建立单向无环图,另外理解题意是最难的难点,没有之一... POJ1128(ZOJ1083)-Frame Stacking 题意:每个图片由同一字母组成的边框表示,每个图片的字母都不同: 在一个最多30*30的区域放置这些图片,问底层向顶层叠加的图片次序,多选时按字典序输出 注:每个图片的四边都会有字符显示,其中顶点显示两边. 题解:题意的理解是难点,题目对图片的范围确定说得有点含糊不清,博主一开始就被出现的五张图…

[日后练手](非解题) 拓扑排序+DFS(POJ1270) #include<stdio.h> #include<iostream> #include<cstdio> #include<queue> #include <vector> #include<map> #include<stack> #include<cmath> #include<cstring> #include<cstdlib…

Ordering Tasks John has n tasks to do. Unfortunately, the tasks are not independent and the execution of one task isonly possible if other tasks have already been executed.InputThe input will consist of several instances of the problem. Each instance…

Description Consider the following 5 picture frames placed on an 9 x 8 array.  ........ ........ ........ ........ .CCC.... EEEEEE.. ........ ........ ..BBBB.. .C.C.... E....E.. DDDDDD.. ........ ..B..B.. .C.C.... E....E.. D....D.. ........ ..B..B..…