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A number of identities associated with the product of generalized hyper- geometric series have been investigated. In this paper, we aim to establish an identity involving the product of the generalized hypergeometric series 2F2. We do this using the generalized Kummer-type II transformation due to Rathie and Pogany and another identity due to Bailey. The result presented here, being general, can be reduced to a number of relatively simple identities involving the product of generalized hypergeometric series,some of which are observed to correspond to known ones
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born digital
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참고문헌: p. 298-299
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Rathie, Arjun Kumar
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김용섭
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2024-10-11T01:48:49
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dcterms:description
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한국연구재단 제공 KCI 등재(후보)학술지임
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bibo:doi
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https://doi.org/10.5666/KMJ.2019.59.2.293
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application/pdf
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generalized hypergeometric series, Kummer-type I transformation, Kummer-type II transformation, Gauss's summation theorem for 2F1(1), Watson summation theorem for 3F2(1), Preece's identity, Bailey's identity
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identity involving product of generalized hypergeometric series 2F2 / Yong Sup Kim / Arjun Kumar Rathie
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전자자료(Application)
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Vol. 59 no. 2
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identity involving product of generalized hypergeometric series 2F2
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Kyungpook mathematical journal
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