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Finite Simple Groups

Review from Friday. Nonsimplicity TestsSylow's Test for Nonsimplicity Odd Test. Review from Friday. Nonsimplicity TestsSylow's Test for NonsimplicityLet n be a positive integer that is not prime, and let p be a prime divisor of n. If 1 is the only divisor of n that is equal to 1 modulo p, then there does not exist a simple group of order n. Odd TestAn integer of the form 2n, where n is an odd number greater than 1, is not the order of a simple group.

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Finite Simple Groups

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