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On the Application of a Hypergeometric Identity to Generate Generalized Hypergeometric Reduction Formulas
by
González-Santander, Juan Luis
in
Bateman’s G function
/ beta function
/ Consistency tests
/ gamma function
/ incomplete beta function
/ psi function
/ Recursive functions
/ summation formulas for generalized hypergeometric functions
2025
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On the Application of a Hypergeometric Identity to Generate Generalized Hypergeometric Reduction Formulas
by
González-Santander, Juan Luis
in
Bateman’s G function
/ beta function
/ Consistency tests
/ gamma function
/ incomplete beta function
/ psi function
/ Recursive functions
/ summation formulas for generalized hypergeometric functions
2025
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Do you wish to request the book?
On the Application of a Hypergeometric Identity to Generate Generalized Hypergeometric Reduction Formulas
by
González-Santander, Juan Luis
in
Bateman’s G function
/ beta function
/ Consistency tests
/ gamma function
/ incomplete beta function
/ psi function
/ Recursive functions
/ summation formulas for generalized hypergeometric functions
2025
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On the Application of a Hypergeometric Identity to Generate Generalized Hypergeometric Reduction Formulas
Journal Article
On the Application of a Hypergeometric Identity to Generate Generalized Hypergeometric Reduction Formulas
2025
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Overview
We systematically exploit a new generalized hypergeometric identity to obtain new hypergeometric summation formulas. As a consistency test, alternative proofs for some special cases are also provided. As a byproduct, new summation formulas with finite sums involving the psi function and a recursive formula for Bateman’s G function are derived. Finally, all the results have been numerically checked with MATHEMATICA.
Publisher
MDPI AG
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