eprintid: 13241
rev_number: 13
eprint_status: archive
userid: 3588
dir: disk0/00/01/32/41
datestamp: 2014-10-21 07:10:31
lastmod: 2016-10-10 08:46:06
status_changed: 2014-10-21 07:10:31
type: article
metadata_visibility: show
title: Extremal problems on the generalized (n; d)-equiangular system of points
language: english
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.
creators_name: Targonskii, A. L.
ispublished: pub
subjects: QA77
divisions: sch_man
full_text_status: public
date: 2014
date_type: published
publication: VERSITA
volume: 22
number: 2
publisher: An. Sat. Univ
pagerange: 239-251
refereed: TRUE
citation:   Targonskii, A. L.  (2014) Extremal problems on the generalized (n; d)-equiangular system of points.  VERSITA, 22 (2).  с. 239-251.      
document_url: http://eprints.zu.edu.ua/13241/1/Targonskii_A._bis1-publ.pdf