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- W201027495 abstract "Publisher Summary This chapter discusses a characterization of the Chevalley groups over fields of odd order and explains the role of this characterization in the theory of component type groups. It explores the problem of finding all component type groups G with F(G) simple such that the simple composition factor of some 2-component of the centralizer of some involution is of known isomorphism type. The chapter presents Thompson B-conjecture and component theorem, which are basic to this problem. Once the B-conjecture is established, the component theorem reduces the main problem to the solution of standard form problems for the known quasisimple groups." @default.
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- W201027495 date "1976-01-01" @default.
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- W201027495 title "A CHARACTERIZATION OF CERTAIN CHEVALLEY GROUPS AND ITS APPLICATION TO COMPONENT TYPE GROUPS" @default.
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- W201027495 doi "https://doi.org/10.1016/b978-0-12-633650-4.50005-9" @default.
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