On Finite Conductor Domains.
On finitely generated multiplication ideals in commutative rings
On finitely generated multiplication modules
We shall prove that if is a finitely generated multiplication module and is a finitely generated ideal of , then there exists a distributive lattice such that with Zariski topology is homeomorphic to to Stone topology. Finally we shall give a characterization of finitely generated multiplication -modules such that is a finitely generated ideal of .
On Form Ideals and Artin-Rees Condition.
On generating sets of minimal length for polynomial ideals
On graphs associated to rings.
On h-regular grades algebras of characteristic p > 0
On Ideal Theory in High Prufer Domains.
On invariants of a set of matrices.
On Krull's intersection theorem of fuzzy ideals.
On lifting prime ideals.
On -sequences associated to filtrations
On minimal ideals in the ring of real-valued continuous functions on a frame
Let be the ring of real-valued continuous functions on a frame . The aim of this paper is to study the relation between minimality of ideals of and the set of all zero sets in determined by elements of . To do this, the concepts of coz-disjointness, coz-spatiality and coz-density are introduced. In the case of a coz-dense frame , it is proved that the -ring is isomorphic to the -ring of all real continuous functions on the topological space . Finally, a one-one correspondence is...
On mixed multiplicities of homogeneous ideals.
On *-modules over valuation rings
On multi-Rees algebras. With an Appenddix by Ngô Viêt Trung.
On Noether's bound for polynomial invariants of a finite group.
On normal representations of G-actions on projective varieties.
On -ideals of groups of divisibility
On prime submodules and primary decomposition
We characterize prime submodules of for a principal ideal domain and investigate the primary decomposition of any submodule into primary submodules of