Cantor cube: Difference between revisions

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Line 1: {{No footnotes\|date=January 2020}} In [[mathematics]], a '''Cantor cube''' is a [[topological group]] of the form {0, 1}<sup>''A''</sup> for some index set ''A''. Its algebraic and topological structures are the [[group direct product]] and [[product topology]] over the [[cyclic group of order 2]] (which is itself given the [[discrete topology]]). Line 15 ⟶ 17: {{cite book \| last = Todorcevic \| first = Stevo \| authorlink=Stevo Todorčević \| year = 1997 \| title = Topics in Topology \| url = https://archive.org/details/topicsintopology0000todo \| url-access = registration \| isbn = 3-540-62611-5}} {{springer\|author=A.A. Mal'tsev\|title=Colon\|id=C/c023230}} ==External links== {{Sister project links\|auto=y\|wikt=y}} [[Category:Topological groups]] [[Category:Georg Cantor]] [[Category:Cubes]] [[Category:Eponyms in mathematics]]