ICMS 2020 Session: Polyhedral Methods in Geometry and Optimization

ICMS 2020: Home, Sessions


Aim and Scope

Convex polyhedra and lattice polyhedra occur in linear and discrete optimization as the feasible regions of linear programs. In algebraic geometry and its applications piecewise-linear shapes occur in the guise of polyhedral fans. Examples include secondary fans and Gröbner fans, which play major roles, e.g., in tropical geometry. This session wants to bring together people working on algorithms and software dealing with the above structures.

Specific topics include, but are not restricted to, the following:


Please note that this conference will be a virtual conference, all presentations in our session will be pre-recored. You may find further details here. We encourage everyone to watch the talks sceduled for the day togehter with us or by yourself. Afterwards we will meet to discuss the talks according to the schedule below.
Monday 14:00 - 14:30 (CEST)
Jonathan Kliem, Janko Boehm, and Andreas Paffenholz
Monday 15:50 - 16:20 (CEST)
Leon Eifler, Winfried Bruns, and Rui-Juan Jing
Tuesday 14:00 - 14:30 (CEST)
Michael Joswig, Alheydis Geiger, and Marta Panizzut
Tuesday 15:50 - 16:20 (CEST)
Lars Kastner, Anders Jensen, and Cvetelina Hill
Wednesday 14:00 - 14:30 (CEST)
Xavier Allamigeon, Helen Naumann, and Oğuzhan Yürük
Wednesday 15:50 - 16:20 (CEST)
Antonio Macchia, Leon Zhang, and Rudy Yoshida
Thursday 14:00 - 14:30 (CEST)
Apostolos Chalkis and Maxim Demenkov
You may find further information and the general schedule here.

Accepted Talks

© 2020. All rights reserved.