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The transitive closure R^T of a relation R is the smallest set containing R that is Transitive.
Formally: Let A be a set and R a binary realation on A. The Transitive Closure of R is the binary
relation R^T on A that satifies the following three properties:
a) R^T is transitive
Solution
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The transitive closure R^T of a relation R is the smallest set conta.pdf

  • 1. The transitive closure R^T of a relation R is the smallest set containing R that is Transitive. Formally: Let A be a set and R a binary realation on A. The Transitive Closure of R is the binary relation R^T on A that satifies the following three properties: a) R^T is transitive Solution What do you want me to show?