出典:Wiktionary
出典:『Wiktionary』 (2026/02/15 01:41 UTC 版)
fractal dimension (plural fractal dimensions)
出典:Wikipedia
出典:『Wikipedia』 (2011/07/23 21:59 UTC 版)
In fractal geometry, the fractal dimension, D, is a statistical quantity that gives an indication of how completely a fractal appears to fill space, as one zooms down to finer and finer scales. There are many specific definitions of fractal dimension. The most important theoretical fractal dimensions are the Rényi dimension, the Hausdorff dimension and packing dimension. Practically, the box-counting dimension and correlation dimension are widely used, partly due to their ease of implementation. In a box counting algorithm the number of boxes covering the point set is a power law function of the box size. Fractal dimension is estimated as the exponent of such power law. Although for some classical fractals all these dimensions do coincide, in general they are not equivalent.
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the side of a carpenter's square on which the calibrations are shown
全音階.
the diatonic scale
the diatonic scale
a figure on a flat surface, called {polygor}
the square root of a number
a triangle whose angles have the same degree, called a equiangular triangle