We investigate quasi-separative modules with finite exchange property. We show that the quasi-separativity of modules with finite exchange property implies a ki
We study two classes of Artinian modules called co-Buchsbaum modules and generalized co-Cohen-Macaulay modulesSome basic properties and characterizations of the
Let R be a commutative Noetherian ring and M a finite (i.e., finitely generated) R-module. The grade of M was introduced by Rees as the least integer l≥ 0 such
Let p be a prime number. In this paper, the author sets up a canonical correspondence between polynomial functions over Z/p2Z and 3-tuples of polynomial functio