利用KDD1999数据集进行K

这是一个由MATLAB实现的运用遗传算法求解任意函数最大值的方法。

对信号进行微积分，做数字信号处理的朋友可能常会用到。 这是前几天写的一个简单的微积分函数。请多指正。-right signals Calculus, the digital signal processing friends may often be used. This is written a few days before a simple calculus functions. Please correct.

产生指数分布随机数的程序-index generated random distribution of the process

用matlab编写的multiple-instance learning工具箱，实现了多种mil的算法，包括emdd, mi-svm, citation-knn等，同时支持不同的测试策略，如随机划分，leave-one-out，ten-fold-validation等，里面包含了libsvm的matlab实现，可以作为一个独立的算法使用。包中自带测试数据集，为标准的多示例数据集，通过扩展可以进行MIML的训练和测试任务。

This algorithm was developed by Professor Ronald L. Rivest of MIT and can be found presented in several languages. What I provide to you here is a C++ derivative of the original C implementation of Professor Rivets. The library code itself is platform-independant and has been tested in Redhat Linux. I ve included the sample code and makefile that I used for the Linux test. The demo, however, was written with Visual C++ 6 on a Windows 2000 platform.-This algorithm was developed by Professor Ronald L. Rivest of MIT and can be found presented in several languages. What I provide to you here is a C derivative of the original C implementation of Professor Rivets. The library code itself is platform-independant and has been tested in Redhat Linux. I ve included the sample code and makefile that I used for the Linux test. The demo, however, was written with Visual C 6 on a Windows 2,000 platform.

The establishment of tree , insert, delete , sort, first sequence, sequence after sequence , sequence traversal

一个验证歌德巴赫猜想的小程序- A confirmation praises the script which Bach suspected

应用背景 点集的三角剖分（Triangulation），对数值分析（比如有限元分析）以及图形学来说，都是极为重要的一项预处理技术。尤其是Delaunay三角剖分，由于其独特性，关于点集的很多种几何图都和Delaunay三角剖分相关，如Voronoi图，EMST树，Gabriel图等。Delaunay三角剖分有最大化最小角，“最接近于规则化的“的三角网和唯一性（任意四点不能共圆）两个特点。关键技术基于散点的构网算法理论严密、唯一性好，网格满足空圆特性，较为理想。由其逐点插入的构网过程可知，遇到非Delaunay边时，通过删除调整，可以构造形成新的Delaunay边。在完成构网后，增加新点时，无需对所有的点进行重新构网，只需对新点的影响三角形范围进行局部联网，且局部联网的方法简单易行。同样，点的删除、移动也可快速动态地进行。但在实际应用当中，这种构网算法当点集较大时构网速度也较慢，如果点集范围是非凸区域或者存在内环，则会产生非法三角形。

this is an example demonstrating the Radial Basis Function,if you select a RBF that supports it (Gausian, or 1st or 3rd order polyharmonic spline), this also calculates a line integral between twopoints.

这是蚁群算法的代码。它只是表明，该算法没有别的。  有益借鉴前瞻性。