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MULTIFRACTAL STRUCTURE AND PRODUCT OF MATRICES
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作者 Lau Ka-sing 《Analysis in Theory and Applications》 2003年第4期289-311,共23页
There is a well established multifractal theory for self-similar measures generated by non-overlapping contractive similutudes. Our report here concerns those with overlaps. In particular we restrict our at... There is a well established multifractal theory for self-similar measures generated by non-overlapping contractive similutudes. Our report here concerns those with overlaps. In particular we restrict our attention to the important classes of self-similar measures that have matrix representations. The dimension spectra and the L q -spectra are analyzed through the product of matrices. There are abnormal behaviors on the multifractal structure and they will be discussed in detail. 展开更多
关键词 multifractal self-similar measure iterated function system dimension spectra
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