AbstractThe Hilbert functions and the regularity of the graded components of local cohomology of a bigraded algebra are considered. Explicit bounds for these invariants are obtained for bigraded hypersurface rings
We present an avoidance principle for certain graded rings. As an application we fill a gap in the p...
AbstractIn the present paper, we characterize all possible Hilbert functions of graded ideals in a p...
Abstract. Making use of the recent construction of cohomological degrees functions, we give several ...
AbstractThe Hilbert functions and the regularity of the graded components of local cohomology of a b...
We define the concept of regularity for bigraded modules over a bigraded polynomial ring. In this se...
AbstractIn this paper we study the local cohomology of finitely generated bigraded modules over a st...
This first part of the paper describes the support of top graded local cohomology modules. As a corr...
In this article we extend a previous definition of Castelnuovo–Mumford regularity for modules over a...
AbstractWe study the relationship between the Tor-regularity and the local-regularity over a positiv...
AbstractThis paper gives characterizations for the largest non-vanishing degree of the local cohomol...
AbstractLet M be a finitely generated graded module over a Noetherian homogeneous ring R with local ...
In this thesis, we study invariants of graded modules over polynomial rings. In particular, we find...
AbstractIn this paper we study some problems concerning bigraded ideals. By introducing the concept ...
This thesis consists of two parts: 1) A bimodule structure on the bounded cohomology of a local ring...
This thesis consists of two parts: 1) A bimodule structure on the bounded cohomology of a local ring...
We present an avoidance principle for certain graded rings. As an application we fill a gap in the p...
AbstractIn the present paper, we characterize all possible Hilbert functions of graded ideals in a p...
Abstract. Making use of the recent construction of cohomological degrees functions, we give several ...
AbstractThe Hilbert functions and the regularity of the graded components of local cohomology of a b...
We define the concept of regularity for bigraded modules over a bigraded polynomial ring. In this se...
AbstractIn this paper we study the local cohomology of finitely generated bigraded modules over a st...
This first part of the paper describes the support of top graded local cohomology modules. As a corr...
In this article we extend a previous definition of Castelnuovo–Mumford regularity for modules over a...
AbstractWe study the relationship between the Tor-regularity and the local-regularity over a positiv...
AbstractThis paper gives characterizations for the largest non-vanishing degree of the local cohomol...
AbstractLet M be a finitely generated graded module over a Noetherian homogeneous ring R with local ...
In this thesis, we study invariants of graded modules over polynomial rings. In particular, we find...
AbstractIn this paper we study some problems concerning bigraded ideals. By introducing the concept ...
This thesis consists of two parts: 1) A bimodule structure on the bounded cohomology of a local ring...
This thesis consists of two parts: 1) A bimodule structure on the bounded cohomology of a local ring...
We present an avoidance principle for certain graded rings. As an application we fill a gap in the p...
AbstractIn the present paper, we characterize all possible Hilbert functions of graded ideals in a p...
Abstract. Making use of the recent construction of cohomological degrees functions, we give several ...
DOI
Add to ORKG