Proceedings of the International Geometry Center

ISSN-print: 2072-9812
ISSN-online: 2409-8906
ISO: 26324:2012
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Extreme problem for a mosaic system of points on the open sets and nonoverlapping domains

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Andriy Leonidovych Targonskiy
http://orcid.org/0000-0002-0670-037X

Abstract

In the geometric theory of functions of a complex variable, the well-known direction is relatedIn the geometric theory of functions of a complex variable, the well-known direction is related to the estimates of the products of the inner radii of pairwise nonoverlapping domains. This direction is called extreme problems in classes of pairwise nonoverlapping domains. One of the problems of this type is considered in the present work

Keywords:
function of a complex variable, inner radius, pairwise non-overlapping domains

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How to Cite
Targonskiy, A. (2023). Extreme problem for a mosaic system of points on the open sets and nonoverlapping domains. Proceedings of the International Geometry Center, 16(1), 91-104. https://doi.org/10.15673/tmgc.v16i1.2450
Section
Papers
Author Biography

Andriy Leonidovych Targonskiy, Zhytomyr State University of Ivan Franko

Zhytomyr State University of Ivan Franko, Velyka Berdychivska str. 40, Zhytomyr, Ukraine, 10008