Extremal problems on the generalized (n; d)-equiangular system of points

Targonskii, A. L. (2014) Extremal problems on the generalized (n; d)-equiangular system of points. VERSITA, 22 (2). pp. 239-251.

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Abstract

The paper of Lavrent'ev [1] was the beginning of geometrical theory of functions of the complex variable. He solved a problem on the product of conformal radiuses of two non-overlapping domains. In many papers (see [2] { [13]) the Lavrent'ev's result are generalized. In this paper are obtained the new results of this direction.

Item Type:	Article
Subjects:	Q Science > QA Mathematics > Mathematical Analysis
Divisions:	Faculty of Physics and Mathematics > Department of Mathematical Analysis, Business Analysis and Statistics
Depositing User:	Ірина Ігорівна Таргонська
Date Deposited:	21 Oct 2014 07:10
Last Modified:	10 Oct 2016 08:46
URI:	http://eprints.zu.edu.ua/id/eprint/13241

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