Solvability of initial-boundary value problems for non-autonomous evolution equations and applications Доклады на конференциях
Язык | Английский | ||||
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Тип доклада | Пленарный | ||||
Конференция |
OPERATORS, FUNCTIONS, AND SYSTEMS OF MATHEMATICAL PHYSICS CONFERENCE International conference dedicated to Hamlet Isaxanli’s 70th anniversary 21-24 мая 2018 , Baku, Khazar University |
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Реферат:
The initial-boundary value problems for linear non-autonomous evolution
equations are examined. Our assumptions provide a unified treatment which is applicable to
many situations, where the domains of the operators may change with t. We study existence,
uniqueness and maximal regularity of solutions in Sobolevspaces. In contrast to the previous
results we use only the continuity assumption on the operators in the main part of the equation
Библиографическая ссылка:
Pyatkov S.G.
Solvability of initial-boundary value problems for non-autonomous evolution equations and applications
OPERATORS, FUNCTIONS, AND SYSTEMS OF MATHEMATICAL PHYSICS CONFERENCE International conference dedicated to Hamlet Isaxanli’s 70th anniversary 21-24 May 2018
Solvability of initial-boundary value problems for non-autonomous evolution equations and applications
OPERATORS, FUNCTIONS, AND SYSTEMS OF MATHEMATICAL PHYSICS CONFERENCE International conference dedicated to Hamlet Isaxanli’s 70th anniversary 21-24 May 2018