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Dynamical integral transform on fractal sets and the computation of entropy - MaRDI portal

Dynamical integral transform on fractal sets and the computation of entropy (Q1803762)

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scientific article; zbMATH DE number 221885
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Dynamical integral transform on fractal sets and the computation of entropy
scientific article; zbMATH DE number 221885

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    Dynamical integral transform on fractal sets and the computation of entropy (English)
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    29 June 1993
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    A dynamical integral transform (DIT) of wavelet type is introduced and it is shown that it can be used to compute Renyi entropies. A correspondence between thermodynamic formalism and the DIT of expanding strange sets is established. Some numerical exmples are also given.
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    fractals
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    wavelet transform
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    dynamical integral transform
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    Renyi entropies
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    numerical exmples
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