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Fourier–Zernike Series of Convolutions on Disks

By Arash Ghaani Farashahi and Gregory S. Chirikjian

Abstract

This paper presents a systematic study of the analytic aspects of Fourier⁻Zernike series of convolutions of functions supported on disks. We then investigate different aspects of the presented theory in the cases of zero-padded functions

Topics: convolution, Zernike polynomials, Fourier–Zernike series, Mathematics, QA1-939
Publisher: MDPI AG
Year: 2018
DOI identifier: 10.3390/math6120290
OAI identifier: oai:doaj.org/article:de7f0954c94d416b8ab9b61ede588ab1
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