Study of the solvability of quasi-parabolic degenerate integro-differential equations of volterra type

Study of the solvability of quasi-parabolic degenerate integro-differential equations of volterra type Conference Abstracts

Conference

8th International conference Nonlinear Analysis and Extremal Problems (NLA-2024)
24-28 Jun 2024 , Иркутск

Source

Proceedings of the 8th International School-Seminar on Nonlinear Analysis and Extremal Problems (NLA-2024)
Compilation, ISDCT SB RAS. Иркутск.2024. 313 c. ISBN 978-5-6041814-5-4.

Output data

Year: 2024, Pages: 26-27 Pages count : 2

Tags

quasi-parabolic, integro-differential equations of volterra type, degeneration, boundary value problems, regular solutions, existence, uniqueness, квазипараболические, интегро-дифференциальные уравнения воль-терровского типа, вырождение, краевые задачи, регулярные решениях, существование, единственность

Authors

Barotov B.Kh. ¹ , Kozhanov A.I. ²

Affiliations

1	Novosibirsk State University
2	Sobolev Institute of Mathematics

The report presents results on the solvability of boundary value problems forquasi-parabolic integro-differential equations in which the function can vanish, and are either identical operatorsor linear operators elliptic in spatial variables. For the problems under study,the existence and uniqueness theorems for regular solutions are obtained, thatis, solutions that have all derivatives generalized according to S.L. Sobolev andincluded in the corresponding equation.

Barotov B.K. , Kozhanov A.I.
Study of the solvability of quasi-parabolic degenerate integro-differential equations of volterra type
In compilation Proceedings of the 8th International School-Seminar on Nonlinear Analysis and Extremal Problems (NLA-2024). – ISDCT SB RAS., 2024. – C.26-27. – ISBN 978-5-6041814-5-4. РИНЦ

Published print:	Sep 1, 2024
Published online:	Sep 1, 2024

Elibrary:

68637345

Пока нет цитирований