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fenzhifa
- 算法设计与分析基础(分治法) 算法设计与分析基础(分治法)-algorithm design and analysis of the basis (the partition) algorithm design and analysis of the basis (the partition)
fenzhifa
- 算法设计与分析基础(分治法) 算法设计与分析基础(分治法)-algorithm design and analysis of the basis (the partition) algorithm design and analysis of the basis (the partition)
fenzhifa
- 棋盘覆盖问题,是用分治法实现的。基本上全是数字实现的。虽然简单,但是这是为了说明一个算法的设计问题-Board cover problem is the use of sub-rule method to achieve. Basically, all the figures attainable. Although simple, but this is to illustrate the design of an algorithm
fenzhifa
- 分治法的基本思想,掌握递归程序编写方法;使用分治法编程,求解线形序列中第k小元素。-Separation of the basic ideas, grasp the recursive programming methods the use of sub-rule law programming, solving linear sequence of the first k small element.
fenzhifa
- 这是分治法的小程序,来自书本上的作业. 没什么大的改变.看看就好-This is a small sub-rule law procedures, from the books work. No big change. Look like
QuickSort
- 分治法快速排序使用分治法快速排序分治法快速排序 使用分治法快速排序-Quicksort for fenzhifa,you use youkonowQuicksort for fenzhifa,you use youkonowQuicksort for fenzhifa,you use youkonow
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- 分治法的应用 将序列A(0:n-1)中元素按照升序排序方法:归并排序和快速排序((1)对于快速排序,主元采用三者A(low),A(high),A((low+high)/2)中其值居中者-Divide and conquer the application of the sequence A (0: n-1) elements in ascending sorted by: Merge sort and quick sort ((a) f
fenzhifa
- 用c++实现分治法算法的最近点对问题(在VS2008平台上)-Using c++ implementation of divide and conquer algorithm for the nearest point of the problem (in VS2008 platform)
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- 分治法的思想是将一个难以直接解决的大问题分割成一些规模较小的几个相似的问题来解决,分治法的求解过程是将整个问题分解成若干个小问题后分而治之,如果分解得到的子问题相对来说还太大,则可反复使用分治策略将这些子问题分成更小的同类型子问题,直至产生出方便求解的子问题,必要时逐步合并这些子问题的解,从而得到问题的解。分治法的求解通常会用到递归,通常会说分治法是一种找大规模问题与小规模问题关系的方法,是递归设计方法的一种具体策略。分治法的基本步骤在
fenzhifa
- 分治算法的一些源码,可以供大家学习一下,介绍分支算法的逻辑 -Divide and conquer algorithm for some of the source, you can look for them to learn
fenzhifa
- 分治法排序。 分治策略是:对于一个规模为n的问题,若该问题可以容易地解决(比如说规模n较小)则直接解决,否则将其分解为k个规模较小的子问题,这些子问题互相独立且与原问题形式相同,递归地解这些子问题,然后将各子问题的解合并得到原问题的解。-Divide and conquer sort
gaijin-fenzhifa
- 此为对分治法大整数相乘的一个改进,能够给对刚开始学习算法的人一个了解的机会-This is an improved large integer multiplication of divide-and-conquer method to the beginning of the learning algorithm an understanding of the opportunity
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- 通过使用分治法进行二分搜索,代码已验证可放心使用-Binary search by using the divide-and-conquer method, the code can be assured Verified ~ ~
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- 分治法求数组中最大值和最小值,与普通方法比较-Divide and conquer method for the maximum and minimum values in the array, compared with the conventional method
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- 计算机算法分析里面分治法中很多算法的源码-Computer algorithm analysis, many of which divide and conquer algorithm source code
fenzhifa
- 这是分治法的小程序,来自书本上的作业.没什么大的改变.看看就好-This is a small sub-rule law procedures, the books work. No big change. Look like