Groups, Graphs and Combinatorics Series — TU Dresden

GGC Series

Recurring meeting series on groups, graphs and combinatorics

organized by Vadim Alekseev, Manuel Bodirsky, Andreas Thom

Cayley graph of the alternating group A7

June 19, 2026, at TU Dresden

Time: 9:10–18:00

Location: TU Dresden (Willersbau), room TBC

  • Talks tba

April 20, 2026, at TU Dresden

  • Dan Král: "Combinatorial limits and their use in extremal combinatorics and quasirandomness"
  • Manuel Bodirsky: "A uniform polynomial-time algorithm for CSPs of finite groups" / "Asymptotic theories of random directed graphs with forbidden subgraphs"
  • Daniel Neuen: "Graph indistinguishability and similarity"
  • Johannes Carmesin: "Connectivity methods, and related conjectures in Cayley graphs"
  • Andreas Thom: "Sofic groups and applications"
  • Vadim Alekseev: "Coarse geometry of groups and their approximations"
  • Łukasz Grabowski: "Variants of the Kun-Toth result on controlling the Borel sigma-algebra of a Borel graph"
  • Martin Schneider: "Dynamical properties of automorphism groups"