We study the set of localizations of an integral domain from a topological point of view, showing that it is always a spectral space and characterizing when it is a proconstructible subspace of the space of all overrings. We then study the same problems in the case of quotient rings, flat overrings and sublocalizations
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We investigate, from a topological point of view, the classes of spectral semistar operations and of...
We study the set of localizations of an integral domain from a topological point of view, showing th...
We study the set of localizations of an integral domain from a topological point of view, showing th...
AbstractLet A be an integral domain with field of fractions K. We investigate the structure of the o...
[[abstract]]All rings we consider here are assumed to be commutative with unity. If A is an integral...
Let V be a minimal valuation overring of an integral domain D and let Zar(D) be the Zariski space of...
AbstractLet A be an integral domain with field of fractions K. We investigate the structure of the o...
We consider properties and applications of a compact, Hausdorff topology called the "ultrafilter top...
We consider properties and applications of a compact, Hausdorff topology called the "ultrafilter top...
We consider properties and applications of a new topology, called the Zariski topology, on the space...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We investigate, from a topological point of view, the classes of spectral semistar operations and of...
We study the set of localizations of an integral domain from a topological point of view, showing th...
We study the set of localizations of an integral domain from a topological point of view, showing th...
AbstractLet A be an integral domain with field of fractions K. We investigate the structure of the o...
[[abstract]]All rings we consider here are assumed to be commutative with unity. If A is an integral...
Let V be a minimal valuation overring of an integral domain D and let Zar(D) be the Zariski space of...
AbstractLet A be an integral domain with field of fractions K. We investigate the structure of the o...
We consider properties and applications of a compact, Hausdorff topology called the "ultrafilter top...
We consider properties and applications of a compact, Hausdorff topology called the "ultrafilter top...
We consider properties and applications of a new topology, called the Zariski topology, on the space...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
In the present survey paper, we present several new classes of Hochster’s spectral spaces “occurring...
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We consider properties and applications of a new topology, called \emph{the Zariski topology}, on th...
We investigate, from a topological point of view, the classes of spectral semistar operations and of...
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