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Convex and Discrete Geometry Workshop

09.04.2023. - 09.08.2023.
Erdős Center

Description

The aim of the workshop is to bring together junior and senior researchers with backgrounds ranging from discrete and computational geometry to analysis and probability theory with the common theme of studying geometric problems, often related to convexity in a broad sense. Special emphasis will be given to presenting recent breakthroughs and major open problems.

Organizers

Imre Bárány (Rényi Institute)
János Barát (Rényi Institute)
Márton Naszódi (Rényi Institute)
Gábor Tardos (Rényi Institute)

Invited Speakers

James Davies, Cambridge
Herbert Edelsbrunner, IST Austria
Jacob Fox, Stanford
Matthieu Fradelizi, Univ. Gustave Eiffel
Grigory Ivanov, IST Austria
Roman Karasev, MIPT
Zsolt Lángi, Budapest Univ. of Tech.
Alexander Litvak, Univ. of Alberta
Monika Ludwig, TU Wien
Dömötör Pálvölgyi, Eötvös Univ.
Günter Rote, Freie Univ. Berlin
Dmitry Ryabogin, Kent State Univ.
Francisco Santos, Universidad de Cantabria
Lisa Sauermann, MIT
Micha Sharir, Tel Aviv University
Benny Sudakov, ETH Zürich
István Tomon, Umeå University
Elisabeth Werner, Case Western Reserve Univ.
Dmitriy Zakharov, MIPT

Participants

Victor Hugo Almendra Hernández
Gergely Ambrus
Imre Bárány
Károly Böröczky Jr.
James Davies
Zichao Dong
Herbert Edelsbrunner
Gábor Fejes Tóth
Jacob Fox
Matthieu Fradelizi
Ansgar Freyer
Jakob Fuehrer
Cuauhtemoc Gomez-Navarro
Grigory Ivanov
Roman Karasev
Zsolt Lángi
Youngjin Lee
Alexandre Louvet
Alexander Litvak
Monika Ludwig
Endre Makai
Márton Naszódi
János Pach
Dömötör Pálvölgyi
Günter Rote
Dmitry Ryabogin
Arseniy Sagdeev
Adam Sagmeister
Francisco Santos
Lisa Sauermann
Lorenzo Sauras-Altuzarra
Rolf Schneider
Micha Sharir
Jan Soukup
Benny Sudakov
Gábor Tardos
István Tomon
Géza Tóth
Elisabeth Werner
Dmitriy Zakharov
Ji Zeng

Tags

workshop