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Title:
Perfect curves on elliptic K3 surfaces

Speaker:
Max Lieblich

Abstract:
I will discuss joint work with Daniel Bragg on the geometry of supersingular K3 surfaces and their moduli. In particular, I will discuss a proof that for very general supersingular K3 surfaces, no non-Jacobian elliptic structure can carry a purely inseparable multisection. This appears to invalidate the published proof of Artin's unirationality conjecture.

Link:
https://www.msri.org/workshops/869/schedules/26598

Workshop:
MSRI- Recent Progress in Moduli Theory