Further applications of the G function integral method

10 Jan 2020 Candezano M. A. C. Karp D. B. Prilepkina E. G.

In our recent work we proposed a generalization of the beta integral method for derivation of the hypergeometric identities which can by analogy be termed "the G function integral method". In this paper we apply this technique to the cubic and the degenerate Miller-Paris transformations to get several new transformation and summation formulas for the generalized hypergeometric functions at a fixed argument... (read more)

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  • CLASSICAL ANALYSIS AND ODES