On the divisibility of the truncated hypergeometric function 3F2
Hao Pan, Yong Zhang
TL;DR
This paper investigates the divisibility properties of the truncated hypergeometric function 3F2, providing new theoretical insights into its algebraic structure and divisibility criteria.
Contribution
It presents a novel proof regarding the divisibility of the truncated hypergeometric function 3F2, advancing understanding of its algebraic properties.
Findings
Established divisibility conditions for 3F2
Provided new theoretical framework for hypergeometric functions
Enhanced understanding of algebraic structure of truncated hypergeometric functions
Abstract
We prove a result on the divisibility of the truncated hypergeometric function 3F2.
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Taxonomy
TopicsMathematical functions and polynomials · Advanced Numerical Analysis Techniques · Polynomial and algebraic computation