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- Q3406712 subject Q7012223.
- Q3406712 subject Q7036089.
- Q3406712 abstract "In mathematics, it is possible to combine several rings into one large product ring. This is done as follows: if I is some index set and Ri is a ring for every i in I, then the cartesian product Πi ∈ I Ri can be turned into a ring by defining the operations coordinate-wise.The resulting ring is called a direct product of the rings Ri. The direct product of finitely many rings coincides with the direct sum of rings.".
- Q3406712 wikiPageWikiLink Q1142861.
- Q3406712 wikiPageWikiLink Q1194212.
- Q3406712 wikiPageWikiLink Q1203540.
- Q3406712 wikiPageWikiLink Q12503.
- Q3406712 wikiPageWikiLink Q13582243.
- Q3406712 wikiPageWikiLink Q1417809.
- Q3406712 wikiPageWikiLink Q161172.
- Q3406712 wikiPageWikiLink Q173740.
- Q3406712 wikiPageWikiLink Q1753631.
- Q3406712 wikiPageWikiLink Q1778193.
- Q3406712 wikiPageWikiLink Q179692.
- Q3406712 wikiPageWikiLink Q189112.
- Q3406712 wikiPageWikiLink Q193878.
- Q3406712 wikiPageWikiLink Q21285678.
- Q3406712 wikiPageWikiLink Q229102.
- Q3406712 wikiPageWikiLink Q2725924.
- Q3406712 wikiPageWikiLink Q319400.
- Q3406712 wikiPageWikiLink Q395.
- Q3406712 wikiPageWikiLink Q44649.
- Q3406712 wikiPageWikiLink Q49008.
- Q3406712 wikiPageWikiLink Q670235.
- Q3406712 wikiPageWikiLink Q692689.
- Q3406712 wikiPageWikiLink Q7012223.
- Q3406712 wikiPageWikiLink Q7036089.
- Q3406712 wikiPageWikiLink Q828111.
- Q3406712 wikiPageWikiLink Q863912.
- Q3406712 wikiPageWikiLink Q912887.
- Q3406712 wikiPageWikiLink Q919107.
- Q3406712 comment "In mathematics, it is possible to combine several rings into one large product ring. This is done as follows: if I is some index set and Ri is a ring for every i in I, then the cartesian product Πi ∈ I Ri can be turned into a ring by defining the operations coordinate-wise.The resulting ring is called a direct product of the rings Ri. The direct product of finitely many rings coincides with the direct sum of rings.".
- Q3406712 label "Product of rings".