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- Constructible_topology abstract "In commutative algebra, the constructible topology on the spectrum of a commutative ring is a topology where each closed set is the image of in for some algebra B over A. An important feature of this construction is that the map is a closed map with respect to the constructible topology.With respect to this topology, is a compact, Hausdorff, and totally disconnected topological space. In general the constructible topology is a finer topology than the Zariski topology, but the two topologies will coincide if and only if is a von Neumann regular ring, where is the nilradical of A.".
- Constructible_topology wikiPageID "30525205".
- Constructible_topology wikiPageRevisionID "589238504".
- Constructible_topology hasPhotoCollection Constructible_topology.
- Constructible_topology subject Category:Commutative_algebra.
- Constructible_topology subject Category:Topology.
- Constructible_topology comment "In commutative algebra, the constructible topology on the spectrum of a commutative ring is a topology where each closed set is the image of in for some algebra B over A. An important feature of this construction is that the map is a closed map with respect to the constructible topology.With respect to this topology, is a compact, Hausdorff, and totally disconnected topological space.".
- Constructible_topology label "Constructible topology".
- Constructible_topology label "طوبولوجيا قابلة للبناء".
- Constructible_topology sameAs m.0g9xbp3.
- Constructible_topology sameAs Q5164409.
- Constructible_topology sameAs Q5164409.
- Constructible_topology wasDerivedFrom Constructible_topology?oldid=589238504.
- Constructible_topology isPrimaryTopicOf Constructible_topology.