Rikuto Ito (Nagoya University)
Date
Tuesday November 26, 20243:30 pm - 4:30 pm
Location
422 JEFFERY HALLEvent Category
Algebra & Geometry Seminar
Tuesday, November 26th, 2024
Time: 3:30 p.m. Place: Jeffery Hall, Room 422
Speaker: Rikuto Ito (Nagoya University)
Title: Potential modularity of K3 surfaces with complex multiplication
Abstract: Let X be a K3 surface defined over a number field k. Let T(X) be the transcendental lattice of H^2(X, Q(1)) of rank 22-蟻(X) where 蟻(X) is the Picard number of X. We prove that T_鈩(X, k) is modular if X has complex multiplication over k.