资源列表
九宫
- 人工智能的过程表示法求解九宫问题,vc开发-artificial intelligence to the process that method JiuGongTu, vc Development
Apriori1
- apriori算法是数据挖掘的经典算法,它基于关联规则的思想.此为我的第3个收藏-algorithm data mining algorithm is the classic algorithm, which is based on the idea of association rules. This was my first three collections
apriori2
- apriori算法是数据挖掘的经典算法之1,其基于关联规则的思想.这是我的第2个收藏算法-algorithm is data mining algorithms of a classic algorithms, based on the idea of association rules. This is my first two collections Algorithm
arminer
- 本程序实现的是关联规则挖掘领域中规则发现算法.-this program is the Mining Association Rules field rules algorithm.
avl
- Addison-Velski 和 Landis (AVL-Tree s)的二叉树，可以在对数时间内进行标准的操作，如插入、搜索和删除。-Addison-Velski and Landis (AVL - Tree s) of the binary tree, the right time for a few of the standard operation, such as insert, delete and search.
BTrees
- 这个项目简洁、通俗地解释了有关平衡二叉树的问题。也提供了源代码和一个供演示的通用类。描述/提供了如何平衡二叉树的功能。-the project concise and simple explanation of the balanced binary tree problem. Also provided source code and a demonstration for the general category. Descr iption / how to provide balanced
jc_c
- 实现阶乘算法,1000以内的数字都可以实现-factorial algorithm to achieve, within the 1000 figure can be achieved ..................................
factorial
- 实现组合C(M,N)运算,程序结构简单鲜明,运用递归算法,取代流行的数组方式储存,实现组合运算-achieve portfolio C (M, N) Operational procedures simple structure distinctive, using recursive algorithm to replace the popular approach to storage arrays to achieve portfolio Operational .............
关联模式Apriori
- 关联模式的Apriori的vc实现，对数据挖掘感兴趣的人一定很希望得到吧！-VC implementation of Apriori based on Associate Pattern, is it what exactly you want in data mining?
pid_ctrl
- PID algorithm simulation program, including rk 四阶算法。-PID algorithm simulation program, including four bands rk algorithm.
rls_estm
- This directory contains utility for implementing generic Reqursive Least Squares (RLS) algorithm. The example shows how one can use the utility to estamate the parameters of a simple linear discrete time system.
Example128-模糊查询
- 模糊查询 c#程序 具体自己看源代码-fuzzy inquiry c # own specific procedures to see source code