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LOCATION:Online
DESCRIPTION:We consider a periodic parabolic singularly perturbed boundary value problem for the Tikhonov system: a singularly perturbed system with fast and slow equations. An asymptotic approximation of the solution to the problem is constructed\, conditions for the existence of a solution and its asymptotic stability according to Lyapunov are obtained for these solutions as solutions to the corresponding initial-boundary value problems for this system\, both in the case of various types of quasi-monotonicity and in the case of its violation.
DTSTART:20231226T180000Z
DTEND:20231226T190000Z
SUMMARY:Seminar “Existence\, asymptotics and Lyapunov&#39\;s stability of solutions of periodic parabolic boundary-value problems for Tikhonov-type systems”
URL;VALUE=URI:/media/events/seminar-existence-asymptotics-and-lyapunov39s-stability-of-solutions-of-periodic-parabolic-boundary-value-problems-for-tihonov-type-systems/
DTSTAMP:20250428T020437Z
UID:680eb805941c5
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