Format:
Online Ressource (xix, 412 pages)
Edition:
Online-Ausg.
ISBN:
9780127329604
Series Statement:
Pure and applied mathematics v. 132, pt. 1
Content:
Elementary representation theory -- Real reductive group -- Basic theory of (g, K)-modules -- Asymptotic behavior of matrix coefficients -- Langlands classification -- Construction of the fundamental series --Cusp forms on G -- Character theory -- Unitary representations and (g, K)-Cohomology.
Content:
Real Productive Groups I
Note:
Includes bibliographical references and index. - Print version record
,
Elementary representation theoryReal reductive group -- Basic theory of (g, K)-modules -- Asymptotic behavior of matrix coefficients -- Langlands classification -- Construction of the fundamental series --Cusp forms on G -- Character theory -- Unitary representations and (g, K)-Cohomology.
,
English
Additional Edition:
ISBN 1281767670
Additional Edition:
ISBN 9781281767677
Additional Edition:
ISBN 9786611767679
Additional Edition:
ISBN 6611767673
Additional Edition:
ISBN 0080874517
Additional Edition:
ISBN 9780080874517
Additional Edition:
ISBN 9780127329604
Additional Edition:
ISBN 0127329609
Additional Edition:
ISBN 0127329609
Additional Edition:
ISBN 9780127329604
Additional Edition:
Erscheint auch als Druck-Ausgabe Wallach, Nolan R Real reductive groups I Boston : Academic Press, ©1988
Language:
English
Keywords:
Electronic books
;
Electronic books
