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For the ser S, show that the gicen partial order on S is well-founded Let S be the set of sets of the form N
For the ser S, show that the gicen partial order on S is well-founded Let S be the set of sets of the form N - F, where F is a finite subset of N. Let A < B mean that B is a subset of A.
Let S be the set of sets of the form N - F, where F is a finite subset of N. Let A < B mean that B is a subset of A.
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