CSCI 2610 Lecture 1: CSCI 2610 - Basic Theorems (Sets)

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Theorem 1: let a be a set. (cid:2)(cid:1) Theorem 2: let a be a set. (cid:2)(cid:1) A (cid:4) a = a a = a. Theorem 3: let a, b be sets. (cid:2)(cid:1) Theorem 4: let a, b, c be sets. (cid:2)(cid:1) Theorem 6: the commutative rules: let a, b be sets. A (cid:4) b = b (cid:4) a, a b = b a. Theorem 7: the associative rules: let a, b, c be sets. A (cid:4) (b (cid:4) c) = (a (cid:4) b) (cid:4) c, A (b c) = (a b) c. Theorem 8: the distribution rules: let a, b, c be sets. A (cid:4) (b c) = (a (cid:4) b) (a (cid:4) c)

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