A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH
A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH

충청수학회

Journal of the Chungcheong Mathematical Society

Volume 36, No. 3

2023.08
149 - 153 (5 pages)

DOI : 10.14403/jcms.2023.36.3.149

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The aim of this note is to derive two known combinato-rial identities via a hypergeometric series approach using Saalschi-itz’s classical summation theorem.

1. Introduction

2. Derivations of two combinatorial identities (1.3) and (1.4) using Saalschiitz summations Theorem (1.2)

References

A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH
A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH

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A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH

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A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH
A NOTE ON THE DERIVATIONS OF TWO KNOWN COMBINATORIAL IDENTITIES VIA A HYPERGEOMETRIC SERIES APPROACH