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检索条件"作者=CHEN ercai and xiong Jincheng1. {2. of Astronomy, Nanjing University, Nangjing 2.0093, 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 {2. jincheng1. Department of astronomy, nanjing university, nangjing 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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