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Integral Representations of a Generalized Linear Hermite Functional

Authors

COSTAS SANTOS, ROBERTO SANTIAGO

External publication

No

Means

Mathematics

Scope

Article

Nature

Científica

JCR Quartile

✓

SJR Quartile

✗

JCR Impact

2.3

SJR Impact

0.475

Web

https://www.scopus.com/inward/record.uri?eid=2-s2.0-85166239328&doi=10.3390%2fmath11143227&partnerID=40&md5=64c7846526901286b8967b6d248c9241

Publication date

01/07/2023

ISI

001071446500001

Scopus Id

2-s2.0-85166239328

DOI

10.3390/math11143227

Abstract

In this paper, we find new integral representations for the generalized Hermite linear functional in the real line and the complex plane. As an application, new integral representations for the Euler Gamma function are given. © 2023 by the author.

Keywords

gamma function; generalized hermite linear functional; Hermite functions; integral representation

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