Here is a simple recursive definition of the set, E, of even integers: Construct

ID: 2981733 • Letter: H

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Here is a simple recursive definition of the set, E, of even integers: Constructor cases: then so are n 4- 2 and - n. Provide similar simple recursive definitions of the following sets: Let L' be the set defined by the recursive definition you gave for L in the previous part. Now if you did it right, then L' = L, but maybe you made a mistake. So let's check that you got the definition right. Prove by structural induction on your definition of L' that Confirm that you got the definition right by proving that

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Here is a simple recursive definition of the set, E, of even integers: Construct

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