Geometry Seminar, Rényi Institute, Spring 2023



The seminar will in person at Kutyás Room, Rényi Institute, brodacasted on Zoom, or online, usually on Fridays, 2pm. We merged it with the ELTE Combinatorial Geometry Seminar.
New name: Budapest Big Combinatorics + Geometry Seminar.

Zoom link for the online lectures: https://zoom.us/j/96029300722 and the password is the first 6 terms from the Fibonacci sequence starting with 11.
Recordings of previous lectures



February 10. Arsenii Sagdeev: Cutting corners

February 17. Gábor Kun: A polynomial removal lemma for posets

February 24. Adrian Dumitrescu: Peeling sequences

March 3. Gergely Ambrus: Critical central sections of the cube

March 10. Jean Cardinal: Improved Algebraic Degeneracy Testing

March 17. Márton Naszódi: Quantitative Steinitz theorems

March 21-24: 12th Japanese-Hungarian Symposium on Discrete Mathematics and Its Applications March 21-24, 2023 in Budapest, Hungary

March 24. Adrian Dumitrescu: On a traveling salesman problem for points in the unit cube

March 31. Mónika Csikós: An improved algorithm to construct spanning paths with low crossing numbers

April 7. Alfredo Hubard: From crossings to areas and back

April 14. Matija Bucić: Unit and distinct distances in typical norms     Gil Kalai's blog

April 21. Rainie Bozzai: Colorful vector balancing

April 28. István Tomon: Geometric constructions via random sampling

May 5. Ferenc Fodor: Asymptotic expansions for generalized random polygons










Previous semesters:

Fall 2022 Spring 2022 Fall 2021 Spring 2021 Fall 2020 Spring 2020 Fall 2019 Spring 2019 Fall 2018 Spring 2018 Fall 2017 Spring 2017 Fall 2016 Spring 2016, Fall 2015