Modern Moduli Theory
Date: 25 - 29 September 2017
Location: Mathematical Institute, University of Oxford
Event type: CRC Workshop
Organisers: Dominic Joyce (Oxford), Kevin McGerty (Oxford), Balázs Szendrői (Oxford)
The workshop will focus on modern approaches to moduli problems in algebraic geometry, including derived structures on moduli spaces such as shifted symplectic and shifted Poisson structures, novel quotient constructions, and relationships to geometric representation theory.
Speakers: Dario Beraldo (Oxford), Chris Brav (HSE, Moscow), Yalong Cao (Oxford), Ben Davison (IST Vienna), Chris Dodd (Illinois), Barbara Fantechi (SISSA Trieste), Elham Izadi (San Diego), Frances Kirwan (Oxford), Kobi Kremnitzer (Oxford), Sven Meinhardt (Sheffield), Tom Nevins (Illinois), Georg Oberdieck (MIT), Andrei Okounkov (Columbia), Tony Pantev (Penn), Jørgen Rennemo (Oslo and Oxford), Nick Rozenblyum (Chicago), Yukinobu Toda (IPMU, Tokyo), Bertrand Toën (Toulouse)
Hodge Theory and Algebraic Cycles
Mathematical Institute, University of Oxford
Zeta and L-functions
Mathematical Institute, University of Oxford
PDE and Fluids
Mathematical Institute, University of Oxford
P vs NP and Complexity Lower Bounds
Mathematical Institute, University of Oxford