Título: The infinitesimal generator of the stochastic Burgers equation
Palestrante: Massimiliano Gubinelli, University of Bonn
Data: 09/03/2021
Horário: 13:30h
Local: Transmissão online
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ID da reunião: 958 0581 3232
Resumo: In this talk I will discuss the martingale problem formulation of the Burgers equation (or KPZ equation) in one dimension or similar equations (multicomponent, fractional variants and other hydrodynamic models). The well posedness involves a detailed study of the space of test functions for the generator and of the solution of the associated Kolmogorov backward equation.
Joint work with Nicolas Perkowski and Mattia Turra. Based on the papers Massimiliano Gubinelli and Nicolas Perkowski, The Infinitesimal Generator of the Stochastic Burgers Equation’, Probability Theory and Related Fields 178, no. 3: 1067–1124, click HERE to read. M. Gubinelli and M. Turra, ‘Hyperviscous Stochastic Navier–Stokes Equations with White Noise Invariant Measure’, Stochastics and Dynamics 20, no. 06: 2040005, click HERE to read.