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13. Global existence versus blowup in nonlinear parabolic systems |
17.09.2014 (Wednesday) |
| Time | Title | Lecturer |
| 14:30-14:55 | Exponential Equilibration in a Gradient Flow System Modelling Chemotaxis | Daniel Matthes |
| 15:00-15:25 | Fully parabolic volume filling Keller-Segel model | Tomasz Cieślak |
| 15:30-15:55 | Eventual smoothness in a three-dimensional chemotaxis systems with logistic source | Johannes Lankeit |
| 16:00-16:25 | Rate of convergence to separable solutions of the fast diffusion equation | Marek Fila |
| 16:30-17:00 | Coffee | |
| 17:00-17:25 | Global (weak) solution of the chemotaxis-Navier-Stokes equations with non-homogeneous boundary conditions and logistic growth | Marcel Braukhoff |
| 17:30-17:55 | On a Willmore-Hellfrich \(L^2\)-flow of open curves in \(\mathbb R^n\) | Anna Dall'Acqua |
| 18:00-18:25 | Hardy inequalities for semigroups | Krzysztof Bogdan |
| 18:30-18:55 | Existence and regularity results to the generalized Emden-Fowler equation with irregular data | Agnieszka Kałamajska |
18.09.2014 (Thursday) |
| Time | Title | Lecturer |
| 14:30-14:55 | Global weak solutions in a PDE-ODE system modeling multiscale cancer cell invasion | Christian Stinner |
| 15:00-15:25 | Asymptotic symmetry for a class of non-cooperative reaction-diffusion systems in radial domains | Tobias Weth |
| 15:30-15:55 | Lower bounds on $\dot{H}^s$ norm of blow up solutions of the 3D Navier--Stokes equations | Witold Sadowski |
| 16:00-16:25 | A Free Boundary Problem Modeling Electrostatic MEMS | Christoph Walker |
| 16:30-17:00 | Coffee | |
| 17:00-17:25 | Predator-prey model with diffusion and indirect prey-taxis | Dariusz Wrzosek |