In a small city called Iokh, a train service, Airport-Express, takes residents to the airport more quickly than other transports. There are two types of trains in Airport-Express, the Economy-Xpress and the Commercial-Xpress. They travel at different…

layout: post title: 训练指南 UVA - 11374(最短路Dijkstra + 记录路径 + 模板) author: "luowentaoaa" catalog: true mathjax: true tags: - 最短路 - Dijkstra - 图论 - 训练指南 Airport Express UVA - 11374 题意 机场快线有经济线和商业线,现在分别给出经济线和商业线的的路线,现在只能坐一站商业线,其他坐经济线,问从起点到终点的最短用时是多少,还有…

Problem    UVA - 11374 - Airport Express Time Limit: 1000 mSec Problem Description In a small city called Iokh, a train service, Airport-Express, takes residents to the airport more quickly than other transports. There are two types of trains in Airp…

http://uva.onlinejudge.org/index.php?option=com_onlinejudge&Itemid=8&page=show_problem&problem=2369 Description Problem D: Airport Express In a small city called Iokh, a train service, Airport-Express, takes residents to the airport more quick…

Description Problem D: Airport Express In a small city called Iokh, a train service, Airport-Express, takes residents to the airport more quickly than other transports. There are two types of trains in Airport-Express, the Economy-Xpress and the Comm…

UVA - 11374 Airport Express Time Limit:1000MS   Memory Limit:Unknown   64bit IO Format:%lld & %llu [Submit]  [Go Back]  [id=22966" style="color:rgb(106,57,6); text-decoration:none">Status] Description ProblemD: Airport Express In a s…

Airport Express Time Limit: 1000ms Memory Limit: 131072KB This problem will be judged on UVA. Original ID: 1137464-bit integer IO format: %lld      Java class name: Main   In a small city called Iokh, a train service, Airport-Express, takes residents…

Problem D: Airport Express In a small city called Iokh, a train service, Airport-Express, takes residents to the airport more quickly than other transports. There are two types of trains in Airport-Express, the Economy-Xpress and the Commercial-Xpres…

最短路. 把题目抽象一下:已知一张图,边上的权值表示长度.现在又有一些边,只能从其中选一条加入原图,使起点->终点的距离最小. 当加上一条边a->b,如果这条边更新了最短路,那么起点st->终点ed的最小距离=st->a  +  a->b  +b->ed 三个值的最短距离之和.于是正反求两次单元最短路.再将k条边遍历一遍就好了. 最近在改代码风格,写起来很别扭..uva又挂了,最让我不理解的是http://www.cnblogs.com/arbitrary/archiv…

题意: 给一幅图,要从s点要到e点,图中有两种无向边分别在两个集合中,第一个集合是可以无限次使用的,第二个集合中的边只能挑1条.问如何使距离最短?输出路径,用了第二个集合中的哪条边,最短距离. 思路: (1)简单易操作方法:既然第二个集合的边只能有1条,就穷举下这些边,可能的边集进行求最短路,同时记录3个答案.复杂度是O(m*k). (2)时间复杂度低:不妨先求从s到每个其他点的距离d1[i],再求e到其他每个点的距离d2[i],接下来穷举第二个集合中的每条边u-v,那么最短距离为d1[u]+d…