Let R´ be a commutative ring with nonzero identity and A be an R´-module. Quasi-primary submodules of A and the developed Zariski topology on qPrim(A) are introduced. We also, investigate the relationship between the algebraic properties of A and the topological properties of qPrim(A). Modules whose developed Zariski topology is respectively T0, irreducible or Noetherian are studied, and several characterizations of such modules are given.
Volume 10 | 11-Special Issue
Pages: 129-141