(S)-convergence and approximation of oscillatory solutions in fluid dynamics
Eduard Feireisl (Institute of Mathematics AS CR, Czech Republic)
Abstract: We propose a new concept of (S)-convergence applicable to nu-merical methods as well as other consistent approximations of the Euler systemin gas dynamics. (S)-convergence, based on averaging in the spirit of StrongLaw of Large Numbers, reflects the asymptotic properties of a given approximatesequence better than the standard description via Young measures. Similaritywith the tools of ergodic theory is discussed
analysis of PDEsdynamical systemsfunctional analysisoptimization and controlspectral theory
Audience: advanced learners
Webinar on PDE and related areas
Series comments: The webinar is organised jointly from IIT-Kanpur, TIFR-CAM,Bangalore, IISER-Pune and IISER-Kolkata.
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| Organizers: | Prosenjit Roy*, Ujjwal Koley, Mousomi Bhakta, Shirshendu Chowdhury |
| *contact for this listing |