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Simple groups of lie type carter
Name: Simple groups of lie type carter
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Now available in paperback--the standard introduction to the theory of simple groups of Lie type. In , Chevalley showed how to construct analogues of the . Title, Simple groups of Lie type. Volume 28 of Pure and applied mathematics · Volume 28 of Problems in American History. Author, Roger William Carter. The finite groups of Lie type are of basic importance in the theory of groups. A classic in its field, this book presents the Roger W. Carter. Wiley, Aug 24, .
Download citation | Simple groups of Lie | "A Wiley-Interscience publication" Incluye bibliografía. Concerning the books by Carter, both have since been reprinted by Wiley in their "classics" series, though availability and cost right now is a. Roger W. Carter, Roger William Carter Further families of simple groups of Lie type, which may be obtained by modifications of Chevalley's procedure, were.
18 Jan Now available in paperback--the standard introduction to the theory of simple groups of Lie type. In , Chevalley showed how to construct. Finite Groups of Lie Type by R. W. Carter, , available at Book Depository with free delivery worldwide. Roger W. Carter is an emeritus professor at the University of Warwick. He defined Carter subgroups and wrote the standard reference Simple Groups of Lie Type. 1 Sep R.W. CarterNilpotent self-normalizing subgroups of soluble groups Finite Groups of Lie Type, Conjugacy Classes and Complex Characters. SIMPLE GROUPS OF LIE TYPE written by Carter, Roger W. published by John Wiley & Sons (STOCK CODE: ) for sale by Stella & Rose's Books.
Shop our inventory for Finite Groups of Lie Type by Roger W. Carter with fast free shipping on every used book we have in stock!. construction of these groups by Chevalley. A reference for this topic is Carter's book. Simple Groups of Lie Type. Groups of Lie type have been a main theme in . Trove: Find and get Australian resources. Books, images, historic newspapers, maps, archives and more. classification of the Carter subgroups in finite almost simple groups is also obtained. Key words: Carter subgroup, finite simple group, group of Lie type, linear.