搜索资源列表
BinarySortTree
- 经典数据结构例子: 二叉排序树的应用-- 排序与检索.-classic example of data structure : binary sort of tree -- Sorting and Searching.
Simpfc
- 简单的分形图绘制程序 可以绘制简单的二叉树形分形图 turbo c 2.0编译-simple fractal mapping procedures can draw a simple binary tree-shaped Fractal 2.0 turbo c compiler
8
- 生成规则：以如图8-27n＝2所示二叉树为基础，以每个分支为主树干，按照比例递归出另一个二叉树，如图8-27n＝3所示。依此类推，便形成了疏密有致的分形树，称为Caley树-Generated rules: in Figure 8-27n = 2 as shown is based on binary tree to each branch of the main trunk, in accordance with the proportion of another recursive bina
erzhitu
- 求二值图的算法园程序，在指定的目录下输入图像名称，就可以在Matlab的M文件中运行得到图像的二值图，并输入图像对应的矩阵。根据轮廓下可以生成一个二值图，并把它的图像输出。-Figure 2 value seeking algorithms garden program, in the specified directory name of the input image, we can run Matlab M-file to be binary image map and the input
erfenfa
- 数值分析中 二分法查找带GUI图形界面的源码-Numerical analysis of binary searching with the source code of the GUI graphical interface
matlab
- 详细的二叉树画法，和其他的有所不同，很有特色的。-Details of the binary tree painting, and other different, very unique.
fractaldim(y-Q-M)
- 计盒分形维数计算的matlab源代码编程实现过程-Function [Fdgen NoisfreFD ]=fractaldim(y,Q,M) __________________________________________________________________________ Usage: Computes fractal dimension by box counting(BC) method. NOTE: Running the code may ta
Word-
- 使用MATLAB BP 网络做二元函数逼近-Use MATLAB BP network to do a binary function approximation
FractalDimensionViaBoxCounting
- 可用于计算灰度图像或者二值图像的分形维大小。通过BoxCounting算法实现。-This program can be used to calculate the fractal dimension of gray-scale image or binary image. It is based on boxcouting algorithm.
object_center
- 图像二值化后分割目标，然后将目标的中心位置进行标注。-After the binary image segmentation target value, then the center position of the target will be marked.
fractal
- 基于matlab计算二值图像分形维数,简单方便.-Calculated based on matlab binary image I fractal dimension
uhe
- matlab编写的遗传算法,采用二进制编码,有说明文档,(Matlab genetic algorithm, using the binary code, documentation,)
bqzary
- 实现二进97小波变换的一个例子,对深入理解小波变换有帮助,(Realization of binary wavelet transform is an example of 97 has help to the deep understanding of wavelet transform,)