Themen im Sommersemester 2024:

16.04.2024, 14-16 (E2 304):
Detecting finite-time blow-up in a chemotaxis system with spatially degenerate sensitivity (Gregor Flüchter, Universität Paderborn)

23.04.2024, 14-16 (E2 304):
Functional inequalities: A toolbox (Frederic Heihoff, Universität Paderborn)

30.04.2024, 14-16 (E2 304):
Prevention of caldera-like structures in a CT-consumption system with degenerate diffusion (Tobias Black, Universität Paderborn)

07.05.2024, 14-16 (E2 304):
Establishing local existence in viscous wave equations through approximation techniques (Torben Fricke, Universität Paderborn)

14.05.2024, 14-16 (E2 304):
Blow-up on spheres in degenerate chemotaxis systems (Michael Winkler, Universität Paderborn)

21.05.2024, 14-16 (E2 304):
On trace embeddings in fractional Sobolev spaces and their applications (Felix Meyer, Universität Paderborn)

28.05.2024, 14-16 (E2 304):
On solution concepts: From mild over generalized to classical (Frederic Heihoff, Universität Paderborn)

04.06.2024, 14-16 (E2 304):
Bounded weak solutions in a chemotaxis system with very mild diffusion enhancement (Tobias Black, Universität Paderborn)

11.06.2024, 14-16 (E2 304):
On exploiting radial symmetry in chemotaxis settings (Gregor Flüchter, Universität Paderborn)

18.06.2024, 14-16 (E2 304):
Dirichlet boundary effects on viscous wave equations (Torben Fricke, Universität Paderborn)

25.06.2024, 14-16 (E2 304):
Can chemotaxis systems recover from measure-type high aggregation states? (Frederic Heihoff, Universität Paderborn)

02.07.2024, 14-16 (E2 304):
Establishing local solutions in challenging chemotaxis frameworks (Gregor Flüchter, Universität Paderborn)

09.07.2024, 14-16 (E2 304):
Critical mass phenomena in quasi-linear Keller-Segel systems (Michael Winkler, Universität Paderborn)

16.07.2024, 14-16 (E2 304):
About a weak comparison principle in the porous medium equation (Tobias Black, Universität Paderborn)