Let r be the relation on the set of all functions from z to
Question: Let R be the relation on the set of all functions from Z+ to Z+ such that (f, g) belongs to R if and only if f is O(g). Show that R is a quasi-ordering.
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question let r be the relation on the set of all functions from z to z such that f g belongs to r if and only if f is
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question let r be a quasi-ordering and let s be the relation on the set of equivalence classes of r cap r-1 such that c
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