My curriculum vitae (including full list of publications) and short research statement.
Interests
Analysis of PDEs
Dynamical systems, attractors and their dimension
Fluid dynamics
Position
Postdoctoral researcher at Department of Mathematics, Uppsala University, working with professor
Denis Gaidashev.
Formerly a PhD student at Charles University
under the supervision of Dalibor Pražák
Formerly a member of the team of
Project Mathematical analysis of partial differential equations led by
Miroslav Bulíček.
Preprints
M. Zelina: On the attractor for 2D Navier-Stokes-like system with the dynamic slip boundary condition in a channel. arXiv:2408.13245
Publications
If you are interested in any of these papers or have any question about them, please e-mail me at zelina@karlin.mff.cuni.cz.
D. Pražák, M. Zelina:
On the L^p-semigroups for Stokes equations with dynamic slip boundary conditions in the half-space (2026).
DOI
M. Zelina: Analysis of open systems in continuum thermodynamics (2025). Doctoral thesis.
Link.
D. Pražák, M. Zelina: On the uniqueness of the solution and finite-dimensional attractors for the 3D flow with dynamic slip boundary condition (2024).
DOI
D. Pražák, M. Zelina: Strong solutions and attractor dimension for 2D NSE with dynamic boundary conditions (2024).
DOI
D. Pražák, M. Zelina: On linearization principle for Navier-Stokes system with dynamic slip boundary condition (2023).
DOI