Local Fractional Discrete Wavelet Transform for Solving Signals on Cantor Sets

Yang Zhao; Dumitru Baleanu; Carlo Cattani; De-Fu Cheng; Xiao-Jun Yang

doi:10.1155/2013/560932

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Local Fractional Discrete Wavelet Transform for Solving Signals on Cantor Sets

Journal article

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Local Fractional Discrete Wavelet Transform for Solving Signals on Cantor Sets

Yang Zhao, Dumitru Baleanu, Carlo Cattani, De-Fu Cheng and Xiao-Jun Yang

Mathematical problems in engineering, Vol.2013, pp.1-6

01/01/2013

DOI: https://doi.org/10.1155/2013/560932

Abstract

Engineering

Engineering, Multidisciplinary

Mathematics

Mathematics, Interdisciplinary Applications

Physical Sciences

Science & Technology

Technology

The discrete wavelet transform via local fractional operators is structured and applied to process the signals on Cantor sets. An illustrative example of the local fractional discrete wavelet transform is given.

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Title: Local Fractional Discrete Wavelet Transform for Solving Signals on Cantor Sets
Creators - without role: Yang Zhao - Jiangmen Polytechnic
Dumitru Baleanu - Çankaya University
Carlo Cattani - University of Salerno
De-Fu Cheng - Jilin University
Xiao-Jun Yang - China University of Mining and Technology
Publication Details: Mathematical problems in engineering, Vol.2013, pp.1-6
Publisher: Hindawi Publishing Group
Number of pages: 6
Identifiers: 9938785008331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article