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Gallian also offered advice for students in learning proofs. Fraleigh) Studies the elementary theory of groups, rings, fields, polynomials, group and ring homomorphisms, and isomorphisms. Lagrange, Euler, and Gauss had seen that an approach to proving this is to notice that the left-hand side of the equation x^p + y^p = z^p factors completely if one allows the use of the pth root of -1, which is of course a complex number. (It's adequate to deal with the case where p is prime and of course different from 2.) It is commonly believed that this is the proof that Fermat himself had in mind.
Pages: 392
Publisher: Academic Press (June 28, 1979)
ISBN: 0123994667
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