搜索资源列表
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凸包算法的实现，用的控制台程序，不过已经能够说明问题了-convex hull algorithm for the realization of the console procedures, but has been able to illustrate the problem
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凸壳算法，散点成三维体的方法，该方法从洋鬼子那得来的。-convex hull algorithm, scattered dots on the three-dimensional method from the foreign devils that comes from.
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快速凸包演示程序
演示了快速凸包算法的执行过程-Fast convex hull demo program to demonstrate fast convex hull algorithm of the implementation process
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凸包算法 vc 6.0 实现用户输入点凸包-Convex hull algorithm for vc 6.0 user input convex hull
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有关2D凸包的算法，1. 排序更简单，只是简单的比较，没有运算.
2. 起始点更好找，就是排序后的第一个点.
3. 可以很好地处理特殊情况(共线).-The 2D convex hull algorithm, 1. Sorting easier, just a simple comparison, there is no operation. 2. To find a better starting point, that is sort of a point after the fir
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C++编写的最小凸包算法，能够生成点集的凸包。-Written in C++ Algorithm for Convex Hull algorithm to generate the convex hull of point set.
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凸包算法，根据鼠标点出来的点来画凸多边形。-Convex hull algorithm, according to the mouse point to draw out of the convex polygon.
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分治法大整数乘法课件
概述：算法概要、算法效率
合并排序
快速排序
折半查找
大整数乘法
Strassen 矩阵乘法
分治法解凸包
-Divide and conquer integer multiplication courseware
about the function and some problems very effective way to solve the that serious .I think it will be ok!
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算法练习之：快速排序实现凸包算法。附有ppt进行详细说明。-Algorithm practice of: algorithm quicksort convex hull. With ppt be described in detail.
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C++ Convex Hull algorithm
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寻找凸包算法的MFC可视化实现,对大家学习会有帮助。-Find convex hull algorithm MFC Visualization.
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构建三维凸包
给出很多的点坐标，然后根据算法要求构建凸包-Construction of three-dimensional convex hull
We give a lot of point coordinates, and then build the convex hull algorithm according to the requirements of
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采用中垂线构图的方式解决Voronoi构图问题，本算法随机生成外部凸包，可以高效解决内部节点个数为20以下的Voronoi构图，并且用graphics.h画出相应图形。-Using the vertical resolution of Voronoi patterned patterning problem, the algorithm randomly generated outside the convex hull can efficiently solve the number of i
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凸包求解算法。
实现基于枚举方法的凸包求解算法
实现基于Graham-Scan的凸包求解算法
实现基于分治思想的凸包求解算法
对比三种凸包求解算法
-Convex hull algorithm.
Based on Convex Hull algorithm enumeration method
Based on Graham-Scan convex hull algorithm
Based on Divide and Conquer convex hull alg
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