Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Infinity-Borel_set> ?p ?o. }
Showing items 1 to 12 of
12
with 100 items per page.
- Infinity-Borel_set abstract "In set theory, a subset of a Polish space is ∞-Borel if itcan be obtained by starting with the open subsets of , and transfinitely iterating the operations of complementation and wellordered union. Note that the set of ∞-Borel sets may not actually be closed under wellordered union; see below.".
- Infinity-Borel_set wikiPageID "2234812".
- Infinity-Borel_set wikiPageRevisionID "414954198".
- Infinity-Borel_set hasPhotoCollection Infinity-Borel_set.
- Infinity-Borel_set subject Category:Descriptive_set_theory.
- Infinity-Borel_set comment "In set theory, a subset of a Polish space is ∞-Borel if itcan be obtained by starting with the open subsets of , and transfinitely iterating the operations of complementation and wellordered union. Note that the set of ∞-Borel sets may not actually be closed under wellordered union; see below.".
- Infinity-Borel_set label "Infinity-Borel set".
- Infinity-Borel_set sameAs m.06y2tm.
- Infinity-Borel_set sameAs Q17145837.
- Infinity-Borel_set sameAs Q17145837.
- Infinity-Borel_set wasDerivedFrom Infinity-Borel_set?oldid=414954198.
- Infinity-Borel_set isPrimaryTopicOf Infinity-Borel_set.