Description: As one of science study tools ,fractal dimension is usually an effective way that used to describe the non- smooth and non- regu2
lar geometry objects in the nature and non- linear systems. There are all kinds of methods about calculating it . Its application is greatly
wide ,but there are distinctive differences between these methods. According to these , this paper studies and integrates these methods sys2
tematically ,including Compass Method ,Minkowski Method ,Variation Method ,Box counting Method ,Perimeter Area Method ,Slit island
Method ,Fractal Brown model Method. This paper also expatiated the meanings ,basic models and the application in each field. At the same
time ,algorithms of these methods implemented by the computer are found in the paper.
- [t822] - function int SingleTrackE (int i, int j,
- [FractalDim] - box dimension MATLAB program. % Under th
- [fractal-FBM] - fractal random inside the midpoint displ
- [1BoxCounting] - one-dimensional curve for the fractal di
- [function] - Box algorithm for calculating the fracta
- [Fractal1] - The fractal dimension is used to calcula
- [RSana] - HURST index used to calculate the fracta
- [binary] - This procedure is meant, first of all to
- [2] - Fractal theory and fractal dimension ima
- [Fractal] - One on the fractal information, write we
- [boxcount] - A set (e.g. an image) is called fractal
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分形维数计算程序的设计及其应用.pdf
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