Intel Code Challenge Elimination Round D Generating Sets(贪心+线段树)
来源:互联网 发布:淘宝助理安装数字证书 编辑:程序博客网 时间:2024/06/06 08:26
传送门:D Generating Sets
题意:定义每个数x都可以由x/2得到,给定一个数列ai,要求输出能得到ai的bi,并使bi的最大值最小。
思路:每次用最大值除2,直到不能除为止。。可以用线段树维护最大值。。
贴代码
0 0
- Intel Code Challenge Elimination Round D Generating Sets(贪心+线段树)
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined) -- D. Generating Sets(贪心)
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined)D. Generating Sets(贪心)
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined) D. Generating Sets 贪心
- 【Intel Code Challenge Elimination Round (Div1 + Div2, combined) D】【贪心 暴力 SET】Generating Sets n个不同的x变
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined) D. Generating Sets __ dfs+优先队列+贪心
- Intel Code Challenge Elimination Round D set
- Intel Code Challenge Elimination Round C Destroying Array(线段树)
- Intel Code Challenge Final Round D 贪心
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined) -- A. Broken Clock (贪心)
- 【解题报告】Intel Code Challenge Elimination Round
- Intel Code Challenge Final Round D Dense Subsequence(线段树)
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined) [D] Destroying Array
- CF Intel Code Challenge Elimination Round C 并查集
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined)
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined)
- Intel Code Challenge Elimination Round C. Destroying Array
- Intel Code Challenge Elimination Round (Div.1 + Div.2, combined)
- 深入探索spring技术内幕(八): Spring +JDBC组合开发和事务控制
- shell脚本的执行方式和makefile常识
- 杭电ACM2000题------java语言
- 【C/C++】assert()函数用法总结
- python简介
- Intel Code Challenge Elimination Round D Generating Sets(贪心+线段树)
- spring与mybatis整合及事务控制
- 搜索二叉树之插入、删除、查找
- 如何取消sublime自动提醒更新?(转)
- DOM加强特效篇之筋斗云案例
- java参数传递(超经典)
- N 个互异数的数组的平均逆序数
- Android 6.0 RuntimePermission
- Java事务(七) - 分布式事务 - spring + JTA + jotm