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检索条件"作者=CHEN Ercai and XIONG Jincheng1. department of Astronomy, nanjing university, Nangjing {2. china"
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Dimension and measure theoretic entropy of a subshift in symbolic space
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Chinese Science Bulletin 1997年 第14期42卷 1193-1196页
作者： chen ercai and xiong jincheng1. department of astronomy, nanjing university, {2. 2.0093, china 2. department of Mathematics, South china Normal university, Guangzhou 510631, china department of astronomy Nanjing University Nangjing China department of Mathematics South China Normal University Guangzhou China
1 Definitions and resultsWITH the development of the theory of dynamical systems and fractal geometry, one provedthat symbolic dynamics is a powerful tool to study chaos and fractals. It is useful to study thefractal ... 详细信息
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The pointwise dimension of self-similar measures
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Chinese Science Bulletin 1999年 第23期44卷 2136-2140页
作者： chen ercai and {2. jincheng department of Mathematics , nanjing Normal university , nanjing 2.0097, china department of Mathematics , South china Normal university, Guangzhou 510631 , china department of Mathematics Nanjing Normal University Nanjing China department of Mathematics South China Normal University Guangzhou China
The problem about the existence of pointwise dimension of self-similar measure has been discussed. The Hausdorff dimension of the set of those points for which the pointwise dimension does not exist equals the dimenti... 详细信息
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