The 2024 edition of the Graduate Student Meeting on Applied Algebra and Combinatorics will take place in Berlin, April 10-12. This is an opportunity for graduate students and postdocs interested in algebra and combinatorics and their applications to meet each other, communicate their research, and form new collaborations. Over the course of three days, participants will get the chance to take part in two minicourses held by Georg Loho (he/him) and İrem Portakal (she/her) with interactive exercise sessions, a poster session, several contributed talks, software demonstrations, as well as an open problem session. See more information on the schedule at the website: https://sites.google.com/view/gsmaac24/
Topics: submodular functions, matroids, generalized permutahedra, tropical geometry, geometry of neural networks, algebraic game theory, convex geometry, algebraig geometry, algebraic statistics