3 – 4 October 2024

Mathematical Sciences, Imperial College London, UK

Supported by The Heilbronn Institute Small Grants Scheme

The aim of the workshop is to bring together experts on the arithmetic theory of K3 surfaces, capitalising on recent advances (Tate conjecture, minimal model programme, integral p-adic Hodge theory) to focus primarily on the problems of reduction of K3 surfaces, the Brauer group and Brauer–Manin obstructions in positive and mixed characteristic.

Organisers:

Oliver Gregory (Imperial College London)
Christian Liedtke (TU Munich)
Alexei Skorobogatov (Imperial College London)

Speakers:

Oliver Gregory (Imperial College London)
Damián Gvirtz-Chen (Glasgow)
Chris Lazda (Exeter)
Christian Liedtke (TU Munich)
Rachel Newton (King’s College London)
Alexei Skorobogatov (Imperial College London)
Domenico Valloni (EPFL, Lausanne)
Yuan Yang (University College London)

More information on the workshop website