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Vogan, David A., 1954-.... Library of Congress/NACO Sudoc [ABES], France National Library of Australia National Library of Catalonia National Library of Sweden National Library of the Netherlands-test NUKAT Center of Warsaw University Library National Library of France

Vogan, David A. German National Library ISNI-test

Vogan, D. A. ISNI-test

Vogan, David Wikipedia (en)-test

VIAF ID: 269080833 (Personal)

Permalink: http://viaf.org/viaf/269080833

ISNI-test: 0000  0003  8324  4379 

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  1. Representations of real reductive Lie groups, 1981: ‎(9) Library of Congress/NACO National Library of Catalonia National Library of the Netherlands-test Wikipedia (en)-test NUKAT Center of Warsaw University Library National Library of France
  2. Cohomological induction and unitary representations ‎(6) National Library of the Netherlands-test National Library of Catalonia NUKAT Center of Warsaw University Library Library of Congress/NACO National Library of France
  3. Unitary representations of reductive Lie groups ‎(5) National Library of the Netherlands-test National Library of Catalonia NUKAT Center of Warsaw University Library Library of Congress/NACO Wikipedia (en)-test
  4. Geometry and representation theory of real and p-adic groups ‎(5) National Library of the Netherlands-test National Library of Catalonia NUKAT Center of Warsaw University Library Sudoc [ABES], France Library of Congress/NACO
  5. The Langlands classification and irreducible characters for real reductive groups ‎(4) National Library of the Netherlands-test NUKAT Center of Warsaw University Library Library of Congress/NACO National Library of France
  6. Representation theory of Lie groups ‎(4) National Library of Catalonia NUKAT Center of Warsaw University Library Library of Congress/NACO National Library of France
  7. Representation theory and harmonic analysis on semisimple Lie groups ‎(3) National Library of Catalonia NUKAT Center of Warsaw University Library Library of Congress/NACO
  8. ] princeton university press, 1995 isbn 0-691-03756-6* with joseph wolf & juan tirao (ed.): ‎(1) Wikipedia (en)-test
  9. The Langlands classification and irreducible characters, 1992: ‎(1) Library of Congress/NACO
  10. The Algebraic structure of the representations of semi simple Lie groups II ‎(1) Sudoc [ABES], France

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