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Identities between q-hypergeometric and hypergeometric integrals of different dimensions
Preprint (2003), 14 pages, AmsLaTeX, references ...
V. Tarasov, Alexander Varchenko
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An identity for simplifying certain generalized hypergeometric functions [PDF]
In this paper, an identity is proved in which certain generalized hypergeometric functions N P F N Q + N − 1 _{NP}{F_{NQ + N - 1 ...
Thomas J. Osler
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$p$-adic analogues of hypergeometric identities
This is a preliminary draft, which maybe contains some mistakes.
Guo-Shuai Mao, Hao Pan
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Some hypergeometric identities [PDF]
J. Niblett
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Rational Hypergeometric Identities [PDF]
6 pages, published ...
Sarkissian, Gor A.+1 more
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A new class of higher order hypergeometric Bernoulli polynomials associated with Hermite polynomials
In this paper, we introduce new class of higher order hypergeometric Hermite-Bernoulli numbers and polynomials. We shall provide several properties of higher order hypergeometric Hermite-Bernoulli polynomials including summation formulae, sums of ...
Waseem Ahmad Khan
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We present a multi-spin solution to the Yang-Baxter equation. The solution corresponds to the integrable lattice spin model of statistical mechanics with positive Boltzmann weights and parameterized in terms of the basic hypergeometric functions.
Ilmar Gahramanov, Shahriyar Jafarzade
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Combinatorial Identities and Hypergeometric Functions, II [PDF]
Horst Alzer
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A Note on Generalization of Combinatorial Identities Due to Gould and Touchard
Using a hypergeometric series approach, a general combinatorial identity is found in this note, and among its special cases are well-known and classical combinatorial identities due to Gould and Touchard.
Arjun K. Rathie, Dongkyu Lim
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A General Family of q-Hypergeometric Polynomials and Associated Generating Functions
Basic (or q-) series and basic (or q-) polynomials, especially the basic (or q-) hypergeometric functions and the basic (or q-) hypergeometric polynomials are studied extensively and widely due mainly to their potential for applications in many areas of ...
Hari Mohan Srivastava, Sama Arjika
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