transitive law

transitive law
Property of relationship that states that if A is in a given relation to B and B is in the same relation to C, then A is also in that relation to C. Equality, for example, is a transitive relation.

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▪ logic and mathematics
      in mathematics and logic, statement that if A bears some relation to B and B bears the same relation to C, then A bears it to C. In arithmetic, the property of equality is transitive, for if A = B and B = C, then A = C. Likewise is the property inequality if the two inequalities have the same sense: that is, if A is greater than B (i.e., A > B) and B > C, then A > C; and if A is less than B (i.e., A < B) and B < C, then A < C. An example of an intransitive relation is: if B is the daughter of A, and C is the daughter of B, then C is not the daughter of A; and of a nontransitive relation: if A loves B, and B loves C, then A may or may not love C.

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Universalium. 2010.

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