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Extremal Problems on the Generalized (l; d)-Equiangular System Points in the Case of Arbitrary Multidimensional Complex Spaces

Targonskii A. L. and Targonskaya I. I. (2017) Extremal Problems on the Generalized (l; d)-Equiangular System Points in the Case of Arbitrary Multidimensional Complex Spaces. International Journal of Advanced Research in Mathematics. Т. 9. pp. 44-53. ISSN 2297-6213.

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Abstract

In the paper we construct a counterpart of classical results on the generalized (l; d)- equiangular
system points on the rays in the case of arbitrary multidimensional complex spaces

Item Type: Article
Uncontrolled Keywords: module and argument in multidimensional complex space, inner radius of domain, logarithmic capacity, quadratic differential, piecewise-separating transformation, Green function, radial systems of points, variational formula
Subjects: Q Science > QA Mathematics > QA77 Mathematical Analysis
Divisions: Faculty of Physics and Mathematics > Department of Mathematical Analysis, Business Analytics and Statistics
Depositing User: Ірина Ігорівна Таргонська
Date Deposited: 06 Feb 2018 01:31
Last Modified: 06 Feb 2018 01:31
URI: https://eprints.zu.edu.ua/id/eprint/26353
ДСТУ 8302:2015: Targonskii A. L. and Targonskaya I. I. Extremal Problems on the Generalized (l; d)-Equiangular System Points in the Case of Arbitrary Multidimensional Complex Spaces. International Journal of Advanced Research in Mathematics. 2017. Т. 9. pp. 44-53.

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