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Paper: Integral representations for a generalized Hermite linear functional

MDPI (SWITZERLAND) | ISSN: 2227-7390 | JCI┬« 2022 Impact Factor: 2.4 - MATHEMATICS — position: 23/329 (Q1/T1)  
title

Integral representations for a generalized Hermite linear functional

Costas-Santos, R. S. Mathematics 2023, 11(14), 3227

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.

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@Article{math11143227,
AUTHOR={Costas-Santos, Roberto S.},
TITLE={Integral Representations of a Generalized Linear Hermite Functional},
JOURNAL={Mathematics},
VOLUME={11},
YEAR={2023},
NUMBER={14},
ARTICLE-NUMBER={3227},
URL={https://www.mdpi.com/2227-7390/11/14/3227},
ISSN={2227-7390},
DOI={10.3390/math11143227}
}