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WebBrauer, Roger L. Safety and health for engineers / Roger L. Brauer.—2nd ed. p. cm. Includes index. ISBN-13: 978-0-471-29189-3 (cloth) ISBN-10: 0-471-29189-7 (cloth) 1. … WebThe Brauer group is functorial in the following sense. Given an extension K=k, extension of scalars gives a homomorphism Br(k) !Br(K), [A] 7![A kK]. We de ne the relative Brauer group, Br(K=k), to be the kernel of this homomorphism, consisting of the (equivalence classes) of nite central simple k-algebras split by K(A K˘=M n(K) for some n). hw1a-b1rpn05
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