E. Prilepkina

activity

20162022

G

function

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

for

m + n = p

2 citations · 5 across the 7 of their papers we have counts for

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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.CV2017

An inverse factorial series for a general gamma ratio and related properties of the Nørlund-Bernoulli polynomials

Dmitrii B. Karp, Elena G. Prilepkina

We find an inverse factorial series expansion for the ratio of products of gamma functions whose arguments are linear functions of the variable. We a give recurrence relation for t…

math.CV2016

Extremal decomposition problems for p-harmonic radius

Sergei Kalmykov, Elena Prilepkina

We extend classical results by Lavrent'ev and Kufarev concerning the product of the conformal radii of planar non-overlapping domains. We also extend relatively recent results for…

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

An inverse factorial series for a general gamma ratio and related properties of the Nørlund-Bernoulli polynomials

Extremal decomposition problems for p-harmonic radius

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