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Wed, 11. Mar at 11:30
Weierstrass Lectu...
Generalised graphical representations
Abstract. Numerous dynamic spatial models feature interactions between particles that are based on waiting times; the most prominent examples being first passage percolation, where a fluid spreads from a source, and the contact process, where an infection spreads on a graph with the possibility of recovery. However, waiting times are unnatural for certain models. One can argue that people have a daily routine and meet each other on a relatively fixed schedule, rather than a random waiting time after having met someone else. With the help of graphical representations, we develop a framework that moves away from waiting times towards so called contact times. As an application, we present results on a first contact percolation model, where people follow a random daily meeting routine, as well as contact processes with periodic recoveries.
Wed, 11. Mar at 14:15
WIAS, Erhard-Schm...
Quasilinear parabolic equations in the Bessel scale
Abstract
Mon, 23. Mar at 15:00
Rudower Chaussee ...
Wed, 15. Apr at 11:30
Weierstrass Lectu...
Wed, 15. Apr at 14:15
WIAS, Erhard-Schm...
Thu, 16. Apr at 14:15
WIAS, Erhard-Schm...
Tue, 21. Apr at 11:15
1.023 (BMS Room, ...
Tue, 21. Apr at 14:30
TU Berlin, MA Bui...
Wed, 22. Apr at 14:15
WIAS, Erhard-Schm...
Tue, 28. Apr at 14:30
TU Berlin, MA Bui...
Wed, 29. Apr at 14:15
WIAS, Erhard-Schm...
Wed, 29. Apr at 16:30
EN 058
Tue, 05. May at 11:15
1.023 (BMS Room, ...
Fri, 08. May at 14:15
Wed, 20. May at 14:15
WIAS, Erhard-Schm...
Tue, 26. May at 11:15
1.023 (BMS Room, ...
Wed, 27. May at 11:30
Weierstrass Lectu...
Fri, 29. May at 14:15
Tue, 16. Jun at 11:15
1.023 (BMS Room, ...
Tue, 23. Jun at 11:15
1.023 (BMS Room, ...
Fri, 26. Jun at 14:15
Tue, 07. Jul at 11:15
1.023 (BMS Room, ...
Fri, 10. Jul at 14:15
Freie Universität...
Tue, 14. Jul at 11:15
1.023 (BMS Room, ...
Wed, 15. Jul at 14:15
WIAS, Erhard-Schm...
Thu, 17. Dec at 16:30
EN 058
Drawing algebraic curves in OSCAR
Abstract. I will talk about how to visualize real plane algebraic curves given as the zero set of a polynomial in two variables using Oscar.jl. I will highlight performance and exactness issues using real world examples.