We study, from a topological point of view, spaces of semistar operations without the hypothesis that they are of finite type. In particular, we analyze when the space of all semistar operations, the space of spectral operations, and the set of stable operations are spectral spaces.

The Zariski topology on sets of semistar operations without finite-type assumptions

Spirito D.
2018

Abstract

We study, from a topological point of view, spaces of semistar operations without the hypothesis that they are of finite type. In particular, we analyze when the space of all semistar operations, the space of spectral operations, and the set of stable operations are spectral spaces.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11390/1215712
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