4 – 8 March 2024

Department of Mathematics, King’s College London, UK

The aim of the workshop was (1) to bridge the (geometric) work of the organizers on the minimal cone conjecture and the (group-theoretic) work of Goldring-Koskivirta on the weight cone conjecture to explore the potential for collaboration. (2) To introduce the existing geometric constructions of theta operators and to explore their generalizations as well as their role in a geometric approach to Serre weight conjectures, with a view to incorporate a richer structure than that of classical theta cycles.

Organisers:

Fred Diamond (KCL)
Payman Kassaei (KCL)

Participants:

George Boxer (Imperial College)
Lassina Dembele (KCL)
Fred Diamond (KCL)
Wushi Goldring (Stockholm)
Bence Hevesi (KCL)
Payman Kassaei (KCL)
James Kiln (QMUL)
Jean-Stefan Koskivirta (Saitama)
Lorenzo La Porta (Padova)
Jeffrey Manning (Imperial College)
Elena Mantovan (Caltech)
Martin Ortiz (KCL)
Shu Sasaki (QMUL)
Hanneke Wiersema (Cambridge)
Deding Yang (Peking)
Duqing Yang (Imperial College)
Siqi Yang (Imperial College)
Yicheng Yang (Imperial College)

By Invitation Only

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