Markov chains and generalized wavelet multiresolutions

Palle E. T Jorgensen; Myung-Sin Song

doi:10.1007/s41478-018-0139-9

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Markov chains and generalized wavelet multiresolutions

Journal article

Peer reviewed

Markov chains and generalized wavelet multiresolutions

Palle E. T Jorgensen and Myung-Sin Song

The Journal of Analysis, Vol.26(2), pp.259-283

11/19/2018

DOI: 10.1007/s41478-018-0139-9

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https://spark.siue.edu/siue_fac/96View

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Abstract

We develop some new results for a general class of transfer operators, as they are used in a construction of multi-resolutions. We then proceed to give explicit and concrete applications. We further discuss the need for such a constructive harmonic analysis/dynamical systems approach to fractals.

Abstract Harmonic Analysis

Analysis

Fourier Analysis

Functional Analysis

Mathematics

Mathematics and Statistics

Measure and Integration

Special Functions

Wavelet Analysis

Details

Title: Subtitle: Markov chains and generalized wavelet multiresolutions
Creators: Palle E. T Jorgensen - University of Iowa
Myung-Sin Song - Southern Illinois University Edwardsville
Resource Type: Journal article
Publication Details: The Journal of Analysis, Vol.26(2), pp.259-283
DOI: 10.1007/s41478-018-0139-9
ISSN: 0971-3611
eISSN: 2367-2501
Publisher: Springer Singapore
Language: English
Date published: 11/19/2018
Academic Unit: Mathematics
Record Identifier: 9984240767902771

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