Tables of convolution integrals
A.B. Arbuzov (JINR, Dubna)
TL;DR
This paper presents an analytical method for calculating convolution integrals relevant to perturbative calculations, providing an extended list of such integrals for practical use.
Contribution
It introduces an analytical approach and an extended list of convolution integrals specifically useful in perturbative calculations.
Findings
Provides a comprehensive list of convolution integrals.
Facilitates analytical calculations in perturbative methods.
Enhances computational efficiency for related integrals.
Abstract
An analytical approach to convolution of functions, which appear in perturbative calculations, is discussed. An extended list of integrals is presented.
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Taxonomy
TopicsMathematical functions and polynomials