Soviet pioneers of fractional calculus and its application: III. Timothy D. Shermergor
Olga G.Novozhenova
TL;DR
This paper reviews the contributions of Timothy D. Shermergor to fractional calculus, focusing on his work with confluent hypergeometric functions for describing relaxation spectra and contextualizing it within Soviet research history.
Contribution
It highlights Shermergor's specific applications of confluent hypergeometric functions in fractional calculus and connects his work to broader Soviet research efforts.
Findings
Shermergor's use of confluent hypergeometric functions in relaxation spectrum modeling
Historical overview of Soviet fractional calculus research
Biographical outline of Timothy D. Shermergor
Abstract
We give a brief outline of biography, review 3 of his works on the use of confluent hypergeometric function for description asymmetric relaxation spectrum and provide an overview of the Soviet works of the past (20th) that are in tune with this topic.
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Taxonomy
TopicsMathematical functions and polynomials · Differential Equations and Boundary Problems · Fractional Differential Equations Solutions