21. Mathematical models for biological invasion |
17.09.2014 (Wednesday) |
Time | Title | Lecturer |
14:30-14:55 | A multiscale model for pH-tactic invasion with time-varying carrying capacities | Christian Stinner |
15:00-15:25 | How far can chemotactic cross-diffusion enforce exceeding carrying capacities? | Michael Winkler |
15:30-15:55 | Stability and instabilities of stationary states of stochastic dynamics with time delays | Jacek Miękisz |
16:00-16:25 | Mathematical model of Lyme disease caused by the bacterium Borrelia burgdorferri | Antoni Leon Dawidowicz |
16:30-17:00 | Coffee | |
17:00-17:25 | Towards a systems-oriented mathematical model for cancer cell migration | Franziska Matthäus |
17:30-17:55 | Cellular automaton models for collective cell behaviour | Andreas Deutsch |
18:00-18:25 | Mathematical model of senescence-mediated modulation of tumor growth and invasion | Jan Poleszczuk |
18:30-18:55 | Prostate cancer: preventing invasion by immunotherapy | Urszula Foryś |