Multiscale Models for Complex Fluids: Modeling and Analysis (Online)
Videos from BIRS Workshop
Miroslav Bulicek, Charles University
Monday Nov 23, 2020 06:15 - 06:39
Large data analysis for Kolmogorov’s two-equation model of turbulence
David Gerard-Varet, University Paris Diderot
Monday Nov 23, 2020 06:44 - 07:06
On the effective viscosity of suspensions
Eduard Feireisl, Institute of Mathematics, Czech Academy of Sciences
Monday Nov 23, 2020 08:00 - 08:22
Ergodic hypothesis for open fluid systems
Yasemin Şengül, Sabancı University
Monday Nov 23, 2020 08:25 - 08:48
Local-in-time existence of solutions to strain-limiting viscoelasticity
Aneta Wróblewska-Kamińska, Institute of Mathematics, Polish Academy of Sciences
Monday Nov 23, 2020 08:48 - 09:09
From compressible Naveir-Stokes with nonlocal forces to Euler
Alexis Vasseur, The University of Texas at Austin
Monday Nov 23, 2020 10:00 - 10:21
Instability of finite time blow-ups for incompressible Euler
Ondřej Kreml, Czech Academy of Sciences
Monday Nov 23, 2020 10:27 - 10:49
Non-uniqueness of admissible weak solutions to the compressible Euler equations with smooth initial data
Michael Renardy, Virginia Tech
Monday Nov 23, 2020 10:55 - 11:12
Pure stress modes for linear viscoelastic flows with variable coefficients
Tomas Barta, Charles University
Tuesday Nov 24, 2020 06:02 - 06:21
Decay of solutions to integrodifferential equations
Mark Dostalik, Charles University
Tuesday Nov 24, 2020 06:25 - 06:44
Thermodynamically consistent derivation of a micro-macro model for dilute polymeric fluids
Piotr Mucha, University of Warsaw
Tuesday Nov 24, 2020 06:51 - 07:17
Flows initiated by ripped density
Dalibor Pražák, Charles University
Tuesday Nov 24, 2020 08:01 - 08:26
A finite-dimensional reduction of dissipative dynamical systems
Jakub Woznicki, University of Warsaw
Tuesday Nov 24, 2020 08:27 - 08:54
Mv-strong uniqueness for density dependent, incompressible, non-Newtonian fluids
Tony Lelievre, Ecole des Ponts
Tuesday Nov 24, 2020 08:54 - 09:20
Effective dynamics for stochastic differential equations
Josef Málek, Charles University, Faculty of Mathematics and Physics
Tuesday Nov 24, 2020 10:00 - 10:26
On evolutionary problems with a-priori bounded gradients
Endre Suli, University of Oxford
Tuesday Nov 24, 2020 10:27 - 10:52
Analysis and approximation of implicitly constituted non-Newtonian fluid flow models
Vít Průša, Charles University
Tuesday Nov 24, 2020 10:56 - 11:20
Thermodynamics of viscoelastic rate-type fluids and its implications for stability analysis
Anna Abbatiello, Institut für Mathematik, Technische Universität Berlin
Wednesday Nov 25, 2020 06:01 - 06:17
On the motion of a compressible viscous fluid driven by time-periodic inflow/outflow boundary conditions
Ewelina Zatorska, Imperial College London
Wednesday Nov 25, 2020 06:24 - 06:48
On the dynamical network of interacting particles: from micro to macro
Tomasz Dębiec, University of Warsaw
Wednesday Nov 25, 2020 06:52 - 07:13
Incompressible limit for a two-species model with coupling through Brinkman’s law.
Mária Lukácová, Johannes Gutenberg-Universität Mainz
Wednesday Nov 25, 2020 08:00 - 08:22
Viscoelastic phase separation: analysis and numerics
Barbora Benesova, Charles University
Wednesday Nov 25, 2020 08:55 - 09:24
A variational approach to fluid-structure interaction
Piotr Gwiazda, Polish Academy of Sciences
Wednesday Nov 25, 2020 10:00 - 10:17
Homogenization of nonlinear elliptic systems in nonreflexive Musielak-Orlicz spaces
Emil Wiedemann, Universität Ulm
Wednesday Nov 25, 2020 10:22 - 10:47
Weak and measure-valued solutions for the compressible Euler equations
Vaclav Macha, Academy of Sciences, Czech Republic
Wednesday Nov 25, 2020 10:51 - 11:12
On a body with a cavity filled with compressible fluid
Yong Lu, Nanjing University
Thursday Nov 26, 2020 06:02 - 06:26
Homogenization of stationary Navier–Stokes–Fourier system in domains with tiny holes
Pierre-Emmanuel Jabin, University of Maryland
Thursday Nov 26, 2020 06:28 - 06:51
Compressible Navier-Stokes equations with heterogeneous pressure laws
Ansgar Juengel, TU Wien
Thursday Nov 26, 2020 06:54 - 07:12
Analysis of degenerate cross-diffusion systems for heat-conducting fluid mixtures
Erika Maringová, TU Wien
Thursday Nov 26, 2020 08:00 - 08:21
On the dynamic slip boundary condition
Marie Doumic, INRIA
Thursday Nov 26, 2020 08:26 - 08:49
Estimating the division of amyloid fibrils
Petr Kaplicky, Charles University
Thursday Nov 26, 2020 08:54 - 09:14
Uniqueness and regularity of flows of non-Newtonian fluids with critical power-law growth
Michal Bathory, University of Vienna
Thursday Nov 26, 2020 10:01 - 10:23
Analysis of an unsteady flow of an incompressible heat-conductive rate-type viscoelastic fluid with stress diffusion
Paige Davis, Charles University
Thursday Nov 26, 2020 10:25 - 10:46
Absolute Instabilities of Travelling Waves Solutions in a KellerSegel Model
Nicola Fusco, Universita di Napoli
Thursday Nov 26, 2020 10:51 - 11:14
Stability results for the nonlocal Mullins-Sekerka flow
Dongjuan Niu, Capital Normal University
Friday Nov 27, 2020 06:26 - 06:45
Vanishing porosity limit of the coupled Stokes-Brinkman system
Sébastien Boyaval, Ecole des Ponts ParisTech & Inria Paris
Friday Nov 27, 2020 06:50 - 07:17
Viscoelastic motions of Maxwell fluids with finite propagation speed
Milan Pokorný, Charles University
Friday Nov 27, 2020 08:00 - 08:22
Existence analysis of a stationary compressible fluid model for heat-conducting and chemically reacting mixtures
Tomas Los, Charles University
Friday Nov 27, 2020 08:24 - 08:54
On planar flows of viscoelastic fluids of the Burgers type
Jakub Skrzeczkowski, University of Warsaw
Friday Nov 27, 2020 08:54 - 09:15
Fast reaction limit with nonmonotone reaction function
Edriss Titi, Texas A&M University
Friday Nov 27, 2020 10:00 - 10:25
Statistical Properties of the Navier-Stokes-Voigt Model
Athanasios Tzavaras, KAUST
Friday Nov 27, 2020 10:29 - 10:49
Existence and uniqueness for a viscoelastic Kelvin-Voigt model with nonconvex stored energy
Agnieszka Świerczewska-Gwiazda, University of Warsaw
Friday Nov 27, 2020 10:56 - 11:17
Dissipative measure-valued solutions for the Euler-Poisson equation
