In particular, a region of low fractal dimension is formed on the periphery of a nucleus having high fractal dimension in stellar fractal structure.
These techniques include fractal analysis, oscillatory analysis, and a modified Fourier/fractal analysis.
A fractal of such a fractal cell can be of any suitable fractal shape and may have two or more iterations.
Particularly, in a star-shaped fractal structure, a heterojunction is formed by forming a region (dendritic region) having a low fractal dimension around a nucleus (somatic region) having a high fractal dimension.
A fractal structure in which a fractal dimension featuring the self-similarity is formed of mutually different two regions and which has at least one heterojunction.
The texture can be random, fractal, or patterned.
A method for recognizing an object in an image is disclosed wherein a fractal map of the image is generated by estimating the fractal dimension of each pixel in the image.
Chaos and fractal characteristics of the basic information having the chaos characteristic and fractal characteristic are calculated and the obtained data is subjected to a predetermined generation rule.
In order to enhance controllability, fractal dimension of nucleus is set higher than 2.7 and fractal dimension on the periphery of the nucleus is set lower than 2.3.
Alternately an iterated or semi-iterative process may be applied to the simple antenna configuration to produce a fractal or a semi-fractal configuration, respectively, to which the GA is then applied.
According to the acquired shape image data and pattern image data, the fractal dimension DA of the shape image data is calculated, and the fractal dimension DB of the pattern image data is calculated.
Golf ball (16) having a surface texture defined by fractal geometry and golf ball (16) having indents (28) whose orientation is defined by fractal geometry.
The method includes texturing a polymer surface at three size scales, in a fractal-like or pseudo-fractal-like manner, the lowest scale being nanoscale and the highest microscale.
By using the fractal structure, a functional material or a functional device is realized.