Mimar Sinan Fine Arts University Mathematics Department Seminars

Coinvariants of modular p-groups
Müfit Sezer
Bilkent University, Turkey
Özet : We consider the ring of coinvariants for a modular representation of a cyclic group of prime order p. We show that the classes of the terminal variables in the coinvariants have nilpotency degree p and that the coinvariants are a free module over the subalgebra generated by these classes. An incidental result we have is a description of a Gröbner basis for the Hilbert ideal and a decomposition of the corresponding monomial basis for the coinvariants with respect to the monomials in the terminal variables.
  Tarih : 19.11.2015
  Saat : 16:00
  Yer : MSGSU Bomonti Campus, Room 106
  Dil : English