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- K-topology abstract "In mathematics, particularly topology, the K-topology is a topology that one can impose on the set of all real numbers which has some interesting properties. Relative to the set of all real numbers carrying the standard topology, the set K = {1/n | n is a natural number} is not closed since it doesn’t contain its (only) limit point 0. Relative to the K-topology however, the set K is automatically decreed to be closed by adding ‘more’ basis elements to the standard topology on R. Basically, the K-topology on R is strictly finer than the standard topology on R. It is mostly useful for counterexamples in basic topology.".
- K-topology wikiPageID "18360606".
- K-topology wikiPageRevisionID "599617618".
- K-topology hasPhotoCollection K-topology.
- K-topology subject Category:Topological_spaces.
- K-topology subject Category:Counterexamples_in_topology.
- K-topology type Abstraction100002137.
- K-topology type Attribute100024264.
- K-topology type MathematicalSpace108001685.
- K-topology type Set107999699.
- K-topology type Space100028651.
- K-topology type TopologicalSpaces.
- K-topology comment "In mathematics, particularly topology, the K-topology is a topology that one can impose on the set of all real numbers which has some interesting properties. Relative to the set of all real numbers carrying the standard topology, the set K = {1/n | n is a natural number} is not closed since it doesn’t contain its (only) limit point 0. Relative to the K-topology however, the set K is automatically decreed to be closed by adding ‘more’ basis elements to the standard topology on R.".
- K-topology label "K-topologie".
- K-topology label "K-topology".
- K-topology sameAs K-topologie.
- K-topology sameAs m.04f3nhn.
- K-topology sameAs Q6322883.
- K-topology sameAs Q6322883.
- K-topology sameAs K-topology.
- K-topology wasDerivedFrom K-topology?oldid=599617618.
- K-topology isPrimaryTopicOf K-topology.