University of Houston
Department of Mathematics
Office: PGH 621
e-mail: misha AT math uh edu
fax: 713 7433505
Education: PhD, Northwestern University (2004); BS/MS, Novosibirsk State University (1996/1998)
Topic on Compressible Navier-Stokes
Equations, Ed. D. Bresch, Panoramas
and Syntheses 50, Societe Mathematique
de France, 2016
Weak solutions in the intermediate regularity class, Handbook of Mathematical Analysis in Mechanics of Viscous Fluids, Ed. Y. Giga and A. Novotny, Springer, 2017
(with I. Timofeev) Asynchronous stochastic price pump.
transport-projection splitting algorithm for a hierarchy of moment closures of
An integral representation of lower semi-continuous functions with an application to a kinetic model of gas dynamics.
A kinetic formulation for approximately isentropic solutions of the Euler equations.
On a kinetic formulation of the Euler equations.
(with G.-Q. Chen) Vanishing Viscosity Solutions of the compressible Euler equations with spherical symmetry and large data.
Variational properties of the kinetic solutions of scalar conservation laws.
(with G.-Q. Chen) Vanishing viscosity limit for viscous shallow water models.
(with D. Hoff) Boundary tangency for density interfaces in compressible, viscous flows.
(with D. Hoff) Instantaneous cusp formation and boundary tangancy in two-dimensional fluid flow.
(with V.V. Shelukhin) On global solutions of a boundary-value problem for the one-dimensional Buckley-Leverett equations.
(advisor A.V. Kazhikov) Weak solutions of scalar conservation laws in Orlich spaces, MS in Math Thesis, Novosibirsk State U. (in russian).