Time: 9:30 - 11:00, November 23, 2022.

Venue: Room 612 A6.

Abstract: Let p be an odd prime and let M_n be the extra-special p-group of order p^{2n+1} (n ≥ 1) and exponent p^2. We completely compute the mod p Margolis homology of the image ImRes(A, M_n) for every maximal elementary abelian p-subgroup A of M_n.