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【z】Storm - the world's best IDE framework for .NET
http://www.codeproject.com/Articles/42799/Storm-the-world-s-best-IDE-framework-for-NETStorm - the world's best IDE framework for .NETgone000,4 Feb 201...
分类:Web程序   时间:2014-08-11 20:35:12    阅读次数:511
hdu 1811Rank of Tetris (并查集 + 拓扑排序)
1 /* 2 题意:这些信息可能有三种情况,分别是"A > B","A = B","A 17 #include 18 #include 19 #include 20 using namespace std; 21 int f[10005]; 22 int rank[10005]; 2...
分类:其他好文   时间:2014-08-09 21:17:39    阅读次数:283
Ajax请求php返回json对象数据中包含有数字索引和字符串索引,在for in循环中取出数据的顺序问题
//php中的数组数据格式Array( [all] => Array ( [title] => ALL [room_promotion_id] => all ) [best_available_rate] => Ar...
分类:Web程序   时间:2014-08-08 20:48:56    阅读次数:304
LeetCode "Best Time to Buy and Sell Stock II"
No limit to transaction count, so it is a recursive sum calculation. Take care of boundary condition.class Solution {public: int maxProfit(vector &...
分类:其他好文   时间:2014-08-08 15:58:06    阅读次数:212
LeetCode\EPI "Best Time to Buy and Sell Stock"
Also the very first problem on EPI.class Solution {public: int maxProfit(vector &prices) { size_t len = prices.size(); if (len = pric...
分类:其他好文   时间:2014-08-08 15:53:26    阅读次数:170
论文研读与下载地址
1.Using the cross-entropy method to re-rank search results下载:http://iew3.technion.ac.il/~kurland/crossEnt.pdf
分类:其他好文   时间:2014-08-08 12:36:55    阅读次数:172
关于分布式事务、两阶段提交、一阶段提交、Best Efforts 1PC模式和事务补偿机制的研究
本文原文连接: http://blog.csdn.net/bluishglc/article/details/7612811 ,转载请注明出处!1.XAXA 是由X/Open组织提出的分布式事务的规范。XA规范主要定义了(全局)事务管理器(Transaction Manager)和(局部)资源管理器...
分类:其他好文   时间:2014-08-07 12:25:59    阅读次数:175
[leetcode]Best Time to Buy and Sell Stock
Best Time to Buy and Sell StockSay you have an array for which theithelement is the price of a given stock on dayi.If you were only permitted to compl...
分类:其他好文   时间:2014-08-07 00:20:37    阅读次数:185
[leetcode]Best Time to Buy and Sell Stock II
Best Time to Buy and Sell Stock IISay you have an array for which theithelement is the price of a given stock on dayi.Design an algorithm to find the ...
分类:其他好文   时间:2014-08-07 00:20:17    阅读次数:257
关于O(n)算法
首先要明确一点,当数据规模达到百万时需用O(n)算法如何实现O(n)算法,其实是对原有算法的一种改进后者说是 原有算法+一点小性质=O(n)算法下面我将举几个例子来说明这一点:1.后缀数组中height数组的求法,暴力算法hash+二分 用上height[rank[i]]>=height[rank[...
分类:其他好文   时间:2014-08-06 22:08:02    阅读次数:186
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