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E-book
Author Borel, Armand

Title Almost commuting elements in compact Lie groups / Armand Borel, Robert Friedman, John W. Morgan
Published Providence, R.I. : American Mathematical Society, ©2002

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Description 1 online resource (x, 136 pages)
Series Memoirs of the American Mathematical Society, 1947-6221 ; v. 747
Memoirs of the American Mathematical Society ; no. 747. 0065-9266
Contents 1. Introduction 2. Almost commuting $N$-tuples 3. Some characterizations of groups of type $A$ 4. $c$-pairs 5. Commuting triples 6. Some results on diagram automorphisms and associated root systems 7. The fixed subgroup of an automorphism 8. $C$-triples 9. The tori $\bar {S}(k)$ and $\bar {S}̂{w_C}(\bar {\mathbf {g}}, k)$ and their Weyl groups 10. The Chern-Simons invariant 11. The case when $\langle C\rangle $ is not cyclic
Summary Introduction Almost commuting $N$-tuples Some characterizations of groups of type $A$ $c$-pairs Commuting triples Some results on diagram automorphisms and associated root systems The fixed subgroup of an automorphism $C$-triples The tori $\overline{S}(k)$ and $\overline{S}̂{w_c}(\overline{\bf g}, k)$ and their Weyl groups The Chern-Simons invariant The case when $\langle C\rangle$ is not cyclic Bibliography Diagrams and tables
Notes "Volume 157, number 747 (third of 5 numbers)."
Bibliography Includes bibliographical references (page 127)
Notes Print version record
Subject Lie groups.
Compact groups.
Root systems (Algebra)
Compact groups
Lie groups
Root systems (Algebra)
Form Electronic book
Author Friedman, Robert, 1955-
Morgan, John, 1946 March 21-
ISBN 9781470403409
1470403404