Fractal program List Page 76

Fractal program list

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wavelet_fractal_compressor Downloaded：0: it is proposed an efficient approach for compression microarray images. It is utilized a hybrid wave
Date : 2025-07-27 Size : 3kb User : santy
Hurst Downloaded：0: This function is used to calculate the irregular geometry of the fractal characteristics: Hurst index. Output of output is the Hurst index of
Date : 2025-07-27 Size : 1kb User : janrry
tree Downloaded：0: Animated fractal tree swaying achieved by setting the two-buffer, rendering and output speed to solve the problem does not match the
Date : 2025-07-27 Size : 34kb User : 陈介平
upload Downloaded：0: the files are all about the implementation of fractals in glut(openGL)
Date : 2025-07-27 Size : 12kb User : Nikhil Raj
Koch Downloaded：0: Koch curve. The Koch snowflake (or Koch star) is a mathematical curve and one of the earliest fractal curves to have been described.
Date : 2025-07-27 Size : 1kb User : tanja
hand_gesture_project Downloaded：0: This project using VC++. Net2005 development, and use DirectShow to display and crawl Camera images, and to CImage read into the image file. And to Erosion (contraction), Dilation (expansion), Feature (grouping), which r
Date : 2025-07-27 Size : 5.96mb User : 陳霖
Julia Downloaded：0: Julia- Chaos and Fractals
Date : 2025-07-27 Size : 34kb User : tanja
EDimension Downloaded：0: EDimension- Chaos and Fractals
Date : 2025-07-27 Size : 60kb User : tanja
mandelbrot Downloaded：0: Compute a representation of the mandelbrot set
Date : 2025-07-27 Size : 1kb User : mlaprise
mandelbrot_cpp Downloaded：0: Compute a representation of the mandelbrot set (c++)
Date : 2025-07-27 Size : 1kb User : mlaprise
fractalgeometry Downloaded：0: The basic concept of fractal geometry, mainly related to the fractal dimension, with reference topological dimension, bifurcation degrees and the unevenness
Date : 2025-07-27 Size : 3.7mb User : 王迁
dgfxs Downloaded：0: Typing recursion tree, from a trunk to start generating a full tree
Date : 2025-07-27 Size : 527kb User : 陈介平

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