Friday, 17th April
8.45 Welcome
Paweł STRZELECKI, Deputy Dean
9.00 Tomas CARABALLO
Stability of solutions for Navier-Stokes equations with delays
9.30 Piotr BILER
Morrey spaces norms and new criteria for blowup in chemotaxis models
10.00 Coffee break
10.30 James ROBINSON
A characterisation of local existence for semilinear heat equations with initial data in L^1
11.00 Tomasz DŁOTKO
Quasi-geostrophic equation in R^2
11.30 Jan CHOLEWA
On a class of evolutionary problems dependent on parameter
12.00 Lunch
13.00 Jose LANGA
Architecture of attractors determines dynamics on mutualistic complex networks
13.30 Grzegorz KARCH
Global asymptotic stability of solutions to the Navier-Stokes system
14.00 Piotr MUCHA
Inhomogeneous Navier–Stokes equations
14.30 Coffee break
15.00 Jose RODRIGO
On non-resistive MHD systems connected to magnetic relaxation
15.30 Wojciech KRYSZEWSKI
Dynamics of parabolic inclusions on convex closed sets of state-constraints
16.00 Coffee break
16.30 Cristian MORALES RODRIGO
On a chemotaxis model arising in Angiogenesis
17.00 Agnieszka ŚWIERCZEWSKA-GWIAZDA
Multi-scale polymeric flows
17.30 Piotr KALITA
Finite and infinite fractal dimension of global attractors for contact problems in mechanics
Saturday 18th April
09.00 Konstantin PILECKAS
Time-periodic Stokes problem in a 3D-layer. Asymptotics of the solution
09.30 Wojciech ZAJĄCZKOWSKI
Stability results for the Navier-Stokes equations
10.00 Tomasz CIEŚLAK
Self-similar spiral vortex sheets of finite local kinetic energy
10.30 Coffee break/poster session
11.00 Hugo BEIRAO da VEIGA
On some regularity results for elliptic boundary value problems related to spaces of continuous functions
11.30 Piotr RYBKA
The method of viscosity solutions for analysis of singular diffusion problems appearing in crystal growth problems
12.00 Lunch
13.00 Dariusz WRZOSEK
Predator-prey model with indirect prey-taxis
13.30 Mikołaj SIERŻĘGA
Blow-up of critical norms for the Fujita equation
14.00 Witold SADOWSKI
On a putative blow up in homogeneous Sobolev spaces in the 3D Navier-Stokes equations
14.30 Coffee break/poster session
15.00 Grzegorz ŁUKASZEWICZ
Attractors in some problems of fluid mechanics
8.45 Welcome
Paweł STRZELECKI, Deputy Dean
9.00 Tomas CARABALLO
Stability of solutions for Navier-Stokes equations with delays
9.30 Piotr BILER
Morrey spaces norms and new criteria for blowup in chemotaxis models
10.00 Coffee break
10.30 James ROBINSON
A characterisation of local existence for semilinear heat equations with initial data in L^1
11.00 Tomasz DŁOTKO
Quasi-geostrophic equation in R^2
11.30 Jan CHOLEWA
On a class of evolutionary problems dependent on parameter
12.00 Lunch
13.00 Jose LANGA
Architecture of attractors determines dynamics on mutualistic complex networks
13.30 Grzegorz KARCH
Global asymptotic stability of solutions to the Navier-Stokes system
14.00 Piotr MUCHA
Inhomogeneous Navier–Stokes equations
14.30 Coffee break
15.00 Jose RODRIGO
On non-resistive MHD systems connected to magnetic relaxation
15.30 Wojciech KRYSZEWSKI
Dynamics of parabolic inclusions on convex closed sets of state-constraints
16.00 Coffee break
16.30 Cristian MORALES RODRIGO
On a chemotaxis model arising in Angiogenesis
17.00 Agnieszka ŚWIERCZEWSKA-GWIAZDA
Multi-scale polymeric flows
17.30 Piotr KALITA
Finite and infinite fractal dimension of global attractors for contact problems in mechanics
Saturday 18th April
09.00 Konstantin PILECKAS
Time-periodic Stokes problem in a 3D-layer. Asymptotics of the solution
09.30 Wojciech ZAJĄCZKOWSKI
Stability results for the Navier-Stokes equations
10.00 Tomasz CIEŚLAK
Self-similar spiral vortex sheets of finite local kinetic energy
10.30 Coffee break/poster session
11.00 Hugo BEIRAO da VEIGA
On some regularity results for elliptic boundary value problems related to spaces of continuous functions
11.30 Piotr RYBKA
The method of viscosity solutions for analysis of singular diffusion problems appearing in crystal growth problems
12.00 Lunch
13.00 Dariusz WRZOSEK
Predator-prey model with indirect prey-taxis
13.30 Mikołaj SIERŻĘGA
Blow-up of critical norms for the Fujita equation
14.00 Witold SADOWSKI
On a putative blow up in homogeneous Sobolev spaces in the 3D Navier-Stokes equations
14.30 Coffee break/poster session
15.00 Grzegorz ŁUKASZEWICZ
Attractors in some problems of fluid mechanics