Title: The Scholz-Reichardt theorem
Speaker: Christian Maire, (Université Marie et Louis Pasteur, CNRS, Institut FEMTO-ST, Besançon, France)
Time: Sunday, November 2, 2025, 15:00--16:00
Venue: Mingde Building, Room 201-1
Abstract: The Scholz-Reichardt theorem states that for any odd prime p, any p-group G is realizable as the Galois group of an extension K of Q. We propose to revisit this result in the context of Galois representations (joint work with F. Hajir, M. Larsen and R. Ramakrishna), and of Massey products (joint work with J. Minac, R. Ramakrishna and N.D. Tan).
