Prove the following theorem If G is a collection of induction sets, then the intersection of all the sets in G is an induction set.
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Originally Posted by noles2188 Prove the following theorem If G is a collection of induction sets, then the intersection of all the sets in G is an induction set. Since all are all inductive and............................................ =====> . Suppose now ====> and........................................... ====> and............................................... .. =====> Hence is inductive
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