E. Prilepkina

activity

20162024

G

function

G_{p, p}^{m, n}

for

m + n = p

2 citations · 5 across the 9 of their papers we have counts for

collaborators

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2 papers · 1 filter

math.CV2021★ 2 cited

On Meijer's $G$ function $G_{p, p}^{m, n}$ for $m + n = p$

D. B. Karp, E. G. Prilepkina

The paper is devoted to the piece-wise analytic case of Meijer's $G$ function $G_{p, p}^{m, n}$ . While the problem of its analytic continuation was solved in principle by Meijer and…

math.CA2021

Hypergeometric Functions at Unit Argument: Simple Derivation of Old and New Identities

Asena Çetinkaya, Dmitrii Karp, Elena Prilepkina

The main goal of this paper is to derive a number of identities for the generalized hypergeometric function evaluated at unity and for certain terminating multivariate hypergeometr…

On Meijer's G function Gp,pm,n​ for m+n=p

Hypergeometric Functions at Unit Argument: Simple Derivation of Old and New Identities

On Meijer's $G$ function $G_{p, p}^{m, n}$ for $m + n = p$