Now showing items 1-3 of 3

    • Coinvariants and the regular representation of a cyclic P-group 

      Sezer, M. (Springer, 2013)
      We consider an indecomposable representation of a cyclic p-group Zpr over a field of characteristic p. We show that the top degree of the corresponding ring of coinvariants is less than. This bound also applies to the ...
    • Decomposing modular coinvariants 

      Sezer, M. (Elsevier, 2015)
      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 ...
    • Gröbner bases for the Hilbert ideal and coinvariants of the dihedral group D2p 

      Kohls, M.; Sezer, M. (Wiley, 2012-11)
      We consider a finite dimensional representation of the dihedral group D2p over a field of characteristic two where p is an odd integer and study the corresponding Hilbert ideal IH . We show that IH has a universal Grobner ...