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[Fractal programFD

Description: 计算图像分形维度,可以方便的计算出不同图像的分形维度-Calculation of fractal dimension of images, you can easily calculate the different images of fractal dimension
Platform: | Size: 47104 | Author: bai | Hits:

[matlabFD-hig.petr.katz

Description:
Platform: | Size: 1024 | Author: sak | Hits:

[Mathimatics-Numerical algorithmsFD

Description: 对输入的信号计算其的分形维数,用以判断信号的复杂度-The input signal to calculate the fractal dimension of complexity to determine the signal
Platform: | Size: 1024 | Author: cornyi | Hits:

[matlabfractal_dim

Description: Fractal dimension (FD) calculation using differential box counting algorithm.
Platform: | Size: 1024 | Author: totti | Hits:

[Special Effectsfractal

Description: 计算图像的分形维数,盒子维。基于DBC(Differential Box-Counting)方法。结果表明,分形维数FD能够较好地刻画纹理图像的复杂程度。-Calculated image fractal dimension, box dimension. Based on DBC (Differential Box-Counting) method. The results show that the fractal dimension FD to better characterize the degree of complexity of the texture image.
Platform: | Size: 2048 | Author: yang | Hits:

[Special EffectsFD

Description: 在分形几何中,分数维D,(即分形维数)是一个描述一个分形对空间填充程度统计量-Fractal geometry, the fractal dimension D, (ie fractal dimension) is a description of a fractal space-filling level statistics
Platform: | Size: 2048 | Author: 任菲菲 | Hits:

[Special EffectsFractal-dimension-(FD)-calculation

Description: 采用盒计数法对三维表面进行分形维数分析,用分形维数表征物体表面纹理-The box counting method is used to analyze the fractal dimension of the three-dimensional surface, and the fractal dimension is used to characterize the surface texture of the object.
Platform: | Size: 23552 | Author: 杨永利 | Hits:

[Fractal programFractals

Description: 程序使用差分盒计数算法将输入图像转换为分形维数(fd)图像,即每个像素都有自己的fd。然后用户可以在生成的fd图像中选择任何感兴趣的区域来估计相应的平均值、标准差和缺陷。(The program transforms an input image using the differential box counting algorithm to a fractal dimension (FD) image, i.e. each pixel has its own FD. Then the user can select any region of interest in the generated FD image to estimate the corresponding mean, standard deviation and lacunarity.)
Platform: | Size: 2048 | Author: GaryWong | Hits:

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