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Fractal Random Variables on Cantor Sets by owekesa361 is a document available to read on EtoBox.

This paper introduces fractal random variables and stable distributions on thin Cantor-like sets, merging fractal calculus with probability theory. It defines concepts such as Shannon entropy in the context of fractals and presents various examples and physical models related to fractal distributions. The research includes a detailed analysis of the properties of these distributions and their applications in different fields of physics.

Author
owekesa361
Language
EN