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- Coreflexive_relation abstract "In mathematics, a coreflexive relation is a binary relation that is a subset of the identity relation. Thus if a is related to b (aRb) then a is equal to b (a = b), but if c is equal to d (c = d) it does not necessarily hold that c is related to d (cRd).In mathematical notation, this is: The identity relation is coreflexive by definition. Any relation that is coreflexive is thus a subset of the identity relation.For example, consider the relation R as "equal to and odd". Over the set of positive integers, the relationship R holds over the pairs {(1, 1), (3, 3), ...} but does not hold over {(2, 2), (4, 4), ...}.".
- Coreflexive_relation wikiPageID "23675812".
- Coreflexive_relation wikiPageRevisionID "316718782".
- Coreflexive_relation hasPhotoCollection Coreflexive_relation.
- Coreflexive_relation subject Category:Mathematical_relations.
- Coreflexive_relation comment "In mathematics, a coreflexive relation is a binary relation that is a subset of the identity relation. Thus if a is related to b (aRb) then a is equal to b (a = b), but if c is equal to d (c = d) it does not necessarily hold that c is related to d (cRd).In mathematical notation, this is: The identity relation is coreflexive by definition. Any relation that is coreflexive is thus a subset of the identity relation.For example, consider the relation R as "equal to and odd".".
- Coreflexive_relation label "Coreflexive relation".
- Coreflexive_relation sameAs m.06zs3j7.
- Coreflexive_relation sameAs Q5170234.
- Coreflexive_relation sameAs Q5170234.
- Coreflexive_relation wasDerivedFrom Coreflexive_relation?oldid=316718782.
- Coreflexive_relation isPrimaryTopicOf Coreflexive_relation.