Show that the transitive closure of the symmetric closure
Show that the transitive closure of the symmetric closure of the reflexive closure of a relation R is the smallest equivalence relation that contains R.
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a let s be the set of subroutines of a computer program define the relation r by pr q if subroutine p calls subroutine
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show that the transitive closure of the symmetric closure of the reflexive closure of a relation r is the smallest
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