Projects per year
Fingerprint Dive into the research topics where Александр Сергеевич Роткевич is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
Convex Domain
Математика
Bibliographies
Технические дисциплины и материаловедение
Cauchy
Математика
Continuation
Математика
Polynomial approximation
Технические дисциплины и материаловедение
Surface integral
Математика
Integral Inequality
Математика
Polynomial Approximation
Математика
Projects 2019 2019
- 1 Active
RSF_RG_2019 - 1: Гильбертовы пространства аналитических функций: 2019 г. этап 1
Белов, Ю. С., Бессонов, Р. В., Боричев, А. А., Дубцов, Е. С., Баранов, А. Д., Федоровский, К. Ю., Роткевич, А. С. & Лосев, И. О.
16/04/19 → 31/12/19
Project
Research Output 2011 2019
- 4 Citations
- 1 h-Index
- 10 статья
External Area Integral Inequality for the Cauchy-Leray-Fantappiè Integral
Rotkevich, A., 2019, In : Complex Analysis and Operator Theory. 13, 6, p. 2687-2706Research output
Surface integral
Convex Domain
Integral Inequality
Cauchy
Complement
Constructive description of Hardy–Sobolev spaces on strongly convex domains in Cn
Rotkevich, A., 15 Sep 2018, In : Journal of Mathematical Analysis and Applications. 465, 2, p. 1025-1038 14 p.Research output
Polynomial approximation
Convex Domain
Polynomial Approximation
Continuation
Неравенство Лузина для дополнения комплексных эллипсоидов в ℂn
Роткевич, А. С., 2018, In : Herald of the Bauman Moscow State Technical University, Series Natural Sciences. 1, 76, p. 26-37 12 p.Research output
Open Access
An example of a space Lp(.) on which the Cauchy-Leray-Fantappie operator is not bounded
Rotkevich, A., Mar 2017, In : Expositiones Mathematicae. 35, 1, p. 95–102Research output
Constructive Description of the Besov Classes in Convex Domains in ℂd
Rotkevich, A. S., 2014, In : Journal of Mathematical Sciences. 202, 4, p. 573-600Research output
Convex Domain
Continuation
Class