Published 2018 | Version v1
Book Metadata-only

An upper estimate of the best constant in the Turan-type inequality for a compact simply connected domain

Creators

  • 1. Ural'skij Federal'nyj Univ. imeni B.N. El'tsina, Ekaterinburg (Russian Federation)

Description

An upper estimate of the best constant in the Turan-type inequality for a compact simply connected domain is investigated in the paper. Turan-type reverse Markov inequalities for compact convex sets are also given

Abstract (Russian)

В работе исследуется неравенство Турана на множестве многочленов, все нули которых лежат в компактной области. Также даны обратные Марковские неравенства Турана для компактных выпуклых множеств
Part of:
XVIII All-Russian scientific and practical conference «Days of science OTI NRU MEPhI - 2018». 70 years of FSUE «PO «Mayak». Conference proceedings. Volume 1

Additional details

Additional titles

Original title (Russian)
Оценка сверху точной константы в неравенстве Турана для односвязной компактной области

Publishing Information

Publisher
Izd-vo OTI NIYaU MIFI
Imprint Place
Ozersk (Russian Federation)
ISBN
978-5-905620-27-0 (Volume 1); 978-5-905620-26-3
Imprint Title
XVIII All-Russian scientific and practical conference #Left-Pointing Double Angle Quotation Mark#Days of science OTI NRU MEPhI - 2018#Right-Pointing Double Angle Quotation Mark#. 70 years of FSUE #Left-Pointing Double Angle Quotation Mark#PO #Left-Pointing Double Angle Quotation Mark#Mayak#Right-Pointing Double Angle Quotation Mark#. Conference proceedings. Volume 1
Imprint Pagination
174 p.
Journal Page Range
p. 130-131

Conference

Title
18. All-Russian scientific and practical conference 'Days of science OTI NRU MEPhI - 2018'. 70 years of FSUE 'PO 'Mayak'
Original Conference Title
XVIII Vserossijskaya nauchno-prakticheskaya konferentsiya 'Dni nauki OTI NIYaU MIFI - 2018'. 70 let FGUP 'PO 'Mayak'
Dates
18-22 Apr 2018
Place
Ozersk (Russian Federation)

INIS

Country of Publication
Russian Federation
Country of Input or Organization
Russian Federation
INIS RN
52029676
Subject category
S97: MATHEMATICAL METHODS AND COMPUTING;
Resource subtype / Literary indicator
Conference
Descriptors DEI
APPROXIMATIONS; CALCULATION METHODS; FUNCTIONAL ANALYSIS; MARKOV PROCESS; MATHEMATICS; POLYNOMIALS
Descriptors DEC
CALCULATION METHODS; FUNCTIONS; MATHEMATICS; STOCHASTIC PROCESSES

Optional Information

Notes
1 ref. Imprint:XVIII Vserossijskaya nauchno-prakticheskaya konferentsiya #Left-Pointing Double Angle Quotation Mark#Dni nauki OTI NIYaU MIFI #Em Dash# 2018#Right-Pointing Double Angle Quotation Mark#. 70 let FGUP #Left-Pointing Double Angle Quotation Mark#PO #Left-Pointing Double Angle Quotation Mark#Mayak#Right-Pointing Double Angle Quotation Mark#. Materialy konferentsii. Tom 1