自相似测度的研究可以追溯到上个世纪30年代,随着研究的深入,人们逐渐发现它与调和分析、代数数论、动力系统及维数的估计都有密切的联系。
The self-similar measure has been studied since 1930's, revealing connections with harmonic analysis, the theory of algebraic numbers, dynamical systems and Hausdorff dimension estimation.
其中第一章是关于度量空间中的图定向自相似集合,第二章是关于动力系统中平衡态测度的重分形分析。
The first chapter is about graph-directed self-similar sets in complete metric spaces, and the second chapter is about multifractal analysis of equilibrium measures in dynamical systems.
定义了一种局部图像自相似性测度。
定义了一种局部图像自相似性测度。
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