AbstractA means of obtaining absolute prime ideals is presented. This process yields an example of a three-dimensional, local, non-Cohen-Macaulay factorial domain in characteristic zero
Abstract. Let T be a complete local (Noetherian) ring with maximal ideal M, P a nonmaximal ideal of ...
We investigate the presence of Cohen-Macaulay ideals in invariant rings and show that an ideal of an...
AbstractA definition of a Cohen-Macaulay complex is given so that the existence of such a complex im...
AbstractA means of obtaining absolute prime ideals is presented. This process yields an example of a...
AbstractWe construct examples of non-Cohen–Macaulay unique factorization domains in small dimension....
Given a power series ring R∗ over a Noetherian integral domain R and an intermediate field L between...
AbstractLet (T,M) be a complete local (Noetherian) unique factorization domain with dimension at lea...
AbstractA characterization of factorial Noetherian domains in terms of 0-submodules is presented and...
AbstractLet I⊂Rn= k[X1,…,Xn](X1,…,Xn) be a radical ideal generated by monomials in X1,…,Xn (k is a f...
AbstractWe examine for a Noetherian domain R the relationship between the completion of R and its ul...
AbstractWe construct counter-examples, in any characteristic of the conjecture that differentially s...
AbstractWe study examples of atomic domains which fail to satisfy the a.c.c. on principal ideals
Let (R, [special characters omitted]) be a (commutative Noetherian) local ring of Krull dimension d....
This paper deals with local rings R possessing an m-canonical ideal ω, R ⊆ ω. In particular those ri...
Given a commutative ring R and a class [special characters omitted] of R-modules closed under isomor...
Abstract. Let T be a complete local (Noetherian) ring with maximal ideal M, P a nonmaximal ideal of ...
We investigate the presence of Cohen-Macaulay ideals in invariant rings and show that an ideal of an...
AbstractA definition of a Cohen-Macaulay complex is given so that the existence of such a complex im...
AbstractA means of obtaining absolute prime ideals is presented. This process yields an example of a...
AbstractWe construct examples of non-Cohen–Macaulay unique factorization domains in small dimension....
Given a power series ring R∗ over a Noetherian integral domain R and an intermediate field L between...
AbstractLet (T,M) be a complete local (Noetherian) unique factorization domain with dimension at lea...
AbstractA characterization of factorial Noetherian domains in terms of 0-submodules is presented and...
AbstractLet I⊂Rn= k[X1,…,Xn](X1,…,Xn) be a radical ideal generated by monomials in X1,…,Xn (k is a f...
AbstractWe examine for a Noetherian domain R the relationship between the completion of R and its ul...
AbstractWe construct counter-examples, in any characteristic of the conjecture that differentially s...
AbstractWe study examples of atomic domains which fail to satisfy the a.c.c. on principal ideals
Let (R, [special characters omitted]) be a (commutative Noetherian) local ring of Krull dimension d....
This paper deals with local rings R possessing an m-canonical ideal ω, R ⊆ ω. In particular those ri...
Given a commutative ring R and a class [special characters omitted] of R-modules closed under isomor...
Abstract. Let T be a complete local (Noetherian) ring with maximal ideal M, P a nonmaximal ideal of ...
We investigate the presence of Cohen-Macaulay ideals in invariant rings and show that an ideal of an...
AbstractA definition of a Cohen-Macaulay complex is given so that the existence of such a complex im...
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