Confluent hypergeometric function

Results 161 to 170 of about 12,141 (198)

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2022
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Some New Extensions on Fractional Differential and Integral Properties for Mittag-Leffler Confluent Hypergeometric Function

Fractal and Fractional, 2021
F Ghanim, Hiba F Al-Janaby, Omar Bazighifan +2 more
exaly

XXVI.—Some Confluent Hypergeometric Functions of Two Variables

Proceedings of the Royal Society of Edinburgh, 1940
1. This paper is the continuation of a former one (Erdélyi, 1939), and deals with the integration of the system of two partial linear differential equations of the second orderThe former paper will be referred to as I; all the notations of I will be retained without further explanation.
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Certain implementations in fractional calculus operators involving Mittag-Leffler-confluent hypergeometric functions

Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 2022
F Ghanim, Salaheddine Bendak
exaly

An analytical study on Mittag‐Leffler–confluent hypergeometric functions with fractional integral operator

Mathematical Methods in the Applied Sciences, 2021
F Ghanim, Hiba F Al-Janaby
exaly

Confluent hypergeometric functions

2008
Annie Cuyt +4 more
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New Conditions for Univalence of Confluent Hypergeometric Function

Symmetry, 2021
Georgia Irina Oros
exaly

Applications of Inequalities in the Complex Plane Associated with Confluent Hypergeometric Function

Symmetry, 2021
Georgia Irina Oros
exaly

A note on the generalized-hypergeometric solutions of general and single-confluent Heun equations

Journal of Mathematical Analysis and Applications, 2021
Artur Ishkhanyan
exaly

The Confluent Hypergeometric Function

2021
openaire +1 more source

mathematics
beta function
gauss hypergeometric function

gamma function
hypergeometric function
fractional calculus