Professor Sergey Mikhailov
Professor - Applied Mathematics and Analysis

Tower A 217

Topics

Analysis of Stokes, Oseen, and Navier-Stokes PDEs, especially of existence, uniqueness, and regularity of solution for evolution (non-stationary) problems in Sobolev spaces.
Analysis of Linear and Nonlinear Localised Boundary-Domain Integral and Integro-Differential Equations. Investigation of existence and uniqueness of solution and spectral properties of localised boundary-domain integral and integro-differential equations needed for development of a new family of fast convergent and robust iteration methods for numerical solution of linear and nonlinear boundary value problems for partial differential equations with variable coefficients.
Some other topics can be considered as well.