UVA 10910 Marks Distribution】的更多相关文章

题意 把数字T分成N个数的和,保证这N个数中最小的数大于P.求方案数目 另f[i][j]表示把i分成j个数的和的方案数 f[i][j]=f[i][j-1]+f[i-1][j-1]+f[i-2][j-1]+...f[0][j-1]; f[i-1][j]=f[i-1][j-1]+f[i-2][j-1]+...f[0][j-1]; 两式做差 推出f[i][j]=f[i-1][j]+f[i][j-1]; 那么ans=f[T-NP][N]; #include <map> #include <set…
Marks Distribution Time limit: 3.000 seconds In an examination one student appeared in N subjects and has got total T marks. He has passed in all the Nsubjects where minimum mark for passing in each subject is P. You have to calculate the number of w…
简单dp /************************************************************************* > Author: xlc2845 > Mail: xlc2845@gmail.com > Created Time: 2013年11月05日 星期二 20时05分30秒 ************************************************************************/ #inclu…
题目 Volume 0. Getting Started 开始10055 - Hashmat the Brave Warrior 10071 - Back to High School Physics 10300 - Ecological Premium 458 - The Decoder 494 - Kindergarten Counting Game 414 - Machined Surfaces 490 - Rotating Sentences 445 - Marvelous Mazes…
Description  0 s, 1 s and ? Marks  Given a string consisting of 0, 1 and ? only, change all the ? to 0/1, so that the size of the largest group is minimized. A group is a substring that contains either all zeros or all ones. Consider the following ex…
10411: F.Distribution Time Limit: 1 Sec  Memory Limit: 128 MB Submit: 11  Solved: 8 [Submit][Status][Web Board] Description One day , Wang and Dong in the Dubai desert expedition, discovered an ancient castle. Fortunately, they found a map of the cas…
Boxes and Stones Paul and Carole like to play a game with S stones and B boxes numbered from 1 to B. Beforebeginning the game they arbitrarily distribute the S stones among the boxes from 1 to B - 1, leavingbox B empty. The game then proceeds by roun…
齐夫定律(英语:Zipf's law,IPA英语发音:/ˈzɪf/)是由哈佛大学的语言学家乔治·金斯利·齐夫(George Kingsley Zipf)于1949年发表的实验定律. 它可以表述为: 在自然语言的语料库里,一个单词出现的频率与它在频率表里的排名成反比. 所以,频率最高的单词出现的频率大约是出现频率第二位的单词的2倍, 而出现频率第二位的单词则是出现频率第四位的单词的2倍. 这个定律被作为任何与幂定律概率分布有关的事物的参考. 目录 1 例子 2 遵循该定律的现象 3 参见 4 延伸…
今天下载了CloudSim 4.0的代码,运行其中自带的示例程序,结果有一部分运行错误: 原因是找不到org.apache.commons.math3.distribution.UniformRealDistribution类, 解决办法:需要添加引用commons-math3-3.6.1.jar(下载地址:commons-math3-3.6.1.jar). 步骤:eclipse项目名称右键->Properties->Java Build Path->Labraries->Add…
Introduction In statistics, the Wishart distribution is generalization to multiple dimensions of the chi-squared distribution (卡方分布), or, in the case of non-integer degrees of freedom, of the gamma distribution. It is a family of probability distribu…
Replication 自动创建来一个 Job:Replication monitoring refresher for distribution,这个Agent执行一个sp: dbo.sp_replmonitorrefreshjob ,在该SP中存在一个Loop,如下 create procedure sys.sp_replmonitorrefreshjob ( -- 0 - run continuously, non 0 - run for specified iterations , --…
Distribution Writer 调用Statement Delivery 存储过程,将Publication的改变同步到Subscriber中.查看Publication Properties->Ariticle Properties->Statement Delivery 属性,Distribution Writer调用Insert,Update 或 Delete 存储过程,实现数据的同步. Distribution Writer不是每一个Command单独提交,而是根据Commit…
在transactional replication中,在publication中执行了一个更新,例如:update table set col=? Where ?,如果table中含有大量的数据行,那么该操作会产生大量数据更新操作.在subscription端,这个更新操作会分解成多条command(默认情况下产生一个Transaction,每个数据行产生一个Command). Distribution Agent包含两个子进程,Reader和Writer. Reader负责从 Distrib…
Replication Job “Distribution clean up: distribution” 默认设置是,每10minutes运行一次,每次删除2000个Command.这对于有1.9亿条Commands的distribution来说,显得力不从心.需要修改 sp [distribution].[dbo].[sp_MSdelete_publisherdb_trans],重新设置每次删除的Commands 数量,我的设置是每次删除20000 command. 设置的过程比较简单,在P…
iOS 发布提交出现:Your account already has a valid iOS Distribution certificate!问题解决 转载的链接   http://www.jianshu.com/p/918f69a729e2…
最近遇到一个关于发布订阅(Replication)的奇葩问题,特此记录一下这个案例.我们一SQL SERVER数据库服务器出现大量告警.告警信息如下所示: DESCRIPTION: Replication-Replication Distribution Subsystem: agent xxxxxx failed. Column names in each table must be unique. Column name 'xxxxx' in table 'dbo.xxxxxx' is sp…
在数据库服务器删除复制(发布订阅)后,如何删除掉数据库distribution呢?如果你通过SSMS工具去删除数据库distribution,你会发现根本没有删除选项. 下面介绍一下删除distribution的步骤 步骤1: 查看相关订阅服务器的信息,如果还存在对应的订阅服务器,从注册的服务器中删除订阅服务器名称 exec sp_helpsubscriberinfo ; go exec sp_dropsubscriber 'SubscriberName'; go 步骤2: 查看分发服务器的发布…
以前总结过一遍博文SQL Server删除distribution数据库,里面介绍了如何删除distribution数据库.今天介绍一个删除distribution的特殊案例, 在这之前,我不知道这个服务器上的Replication被如何折腾过,在SSMS管理界面的Local Publications和Local Subscriptions里面已经看不到任何关于发布.订阅相关的内容. 但是使用命令EXEC sp_helpdistpublisher会看到使用分发服务器的发布服务器的属性 下面SQL…
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UVA - 10564 Paths through the Hourglass 题意: 要求从第一层走到最下面一层,只能往左下或右下走 问有多少条路径之和刚好等于S? 如果有的话,输出字典序最小的路径. f[i][j][k]从下往上到第i层第j个和为k的方案数 上下转移不一样,分开处理 没必要判断走出沙漏 打印方案倒着找下去行了,尽量往左走   沙茶的忘注释掉文件WA好多次   #include <iostream> #include <cstdio> #include <a…
UVA - 11404 Palindromic Subsequence 题意:一个字符串,删去0个或多个字符,输出字典序最小且最长的回文字符串 不要求路径区间DP都可以做 然而要字典序最小 倒过来求LCS,转移同时维护f[i][j].s为当前状态字典序最小最优解 f[n][n].s的前半部分一定是回文串的前半部分(想想就行了) 当s的长度为奇时要多输出一个(因为这样长度+1,并且字典序保证最小(如axyzb  bzyxa,就是axb|||不全是回文串的原因是后半部分的字典序回文串可能不是最小,多…
POJ3869 Headshot 题意:给出左轮手枪的子弹序列,打了一枪没子弹,要使下一枪也没子弹概率最大应该rotate还是shoot 条件概率,|00|/(|00|+|01|)和|0|/n谁大的问题 |00|+|01|=|0| 注意序列是环形 // // main.cpp // poj3869 // // Created by Candy on 25/10/2016. // Copyright © 2016 Candy. All rights reserved. // #include <i…
UVA - 11538 Chess Queen 题意:n*m放置两个互相攻击的后的方案数 分开讨论行 列 两条对角线 一个求和式 可以化简后计算 // // main.cpp // uva11538 // // Created by Candy on 24/10/2016. // Copyright © 2016 Candy. All rights reserved. // #include <iostream> #include <cstdio> #include <cst…
UVA - 11388 GCD LCM 题意:输入g和l,找到a和b,gcd(a,b)=g,lacm(a,b)=l,a<b且a最小 g不能整除l时无解,否则一定g,l最小 #include <iostream> #include <cstdio> #include <cstring> #include <algorithm> #include <cmath> using namespace std; typedef long long ll…
UVA - 1625 Color Length   白书 很明显f[i][j]表示第一个取到i第二个取到j的代价 问题在于代价的计算,并不知道每种颜色的开始和结束   和模拟赛那道环形DP很想,计算这次转移会给其他的元素带来的代价,也就是转移前已经出现但还没结束的元素都会代价+1   预处理每种颜色在两个序列中出现的位置bg[i][0/1]和ed[i][0/1], 计算f[i][j]时同时计算w[i][j]为(i,j)这个状态已经出现还没结束的个数 注意bg要先初始化为INF,计算w: if(b…
UVA - 10375 Choose and divide Choose and divide Time Limit: 1000MS   Memory Limit: 65536K Total Submissions: 4053   Accepted: 1318 Description The binomial coefficient C(m,n) is defined as m! C(m,n) = -------- n!(m-n)! Given four natural numbers p, q…
UVA - 11584 Partitioning by Palindromes We say a sequence of char- acters is a palindrome if it is the same written forwards and backwards. For example, ‘racecar’ is a palindrome, but ‘fastcar’ is not. A partition of a sequence of characters is a lis…
UVA - 1025 A Spy in the Metro Secret agent Maria was sent to Algorithms City to carry out an especially dangerous mission. After several thrilling events we find her in the first station of Algorithms City Metro, examining the time table. The Algorit…
UVA - 11134 Fabled Rooks We would like to place n rooks, 1 ≤ n ≤ 5000, on a n × n board subject to the following restrictions The i-th rook can only be placed within the rectan- gle given by its left-upper corner (xli,yli) and its right- lower corner…
UVA - 11987 Almost Union-Find I hope you know the beautiful Union-Find structure. In this problem, you’re to implement something similar, but not identical. The data structure you need to write is also a collection of disjoint sets, supporting 3 oper…