SUMMATION OF THE FOURIER COEFFICIENTS OF THE NON-HOLOMORPHIC EISENSTEIN CUSP SERIES OF THE PSL(2,Z) GROUP
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Published:2023-01-30
Issue:01
Volume:11
Page:3190-3194
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ISSN:2320-7167
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Container-title:INTERNATIONAL JOURNAL OF MATHEMATICS AND COMPUTER RESEARCH
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language:
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Short-container-title:ijmcr
Author:
Lecian Orchidea Maria, , ,
Abstract
The Fourier coefficients of the non-holomorphic Eisenstein cusp forms of the Laplace-Beltrami operator are here summed. The summation is performed after the Dirichlet series related to the divisor function, after the properties of the meromorphic continuability; a new dependence on the Euler’s γ constant is also found.
Publisher
Everant Journals
Subject
Marketing,Organizational Behavior and Human Resource Management,Strategy and Management,Drug Discovery,Pharmaceutical Science,Pharmacology
Cited by
1 articles.
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1. The Desymmetrized PSL(2, Z) Group; Its ‘Square-Box’ One-Cusp Congruence Subgroups;The 1st International Online Conference on Mathematics and Applications;2023-04-28