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Carter, Roger William. NUKAT Center of Warsaw University Library ISNI-test

Carter, Roger William, 1934-.... Sudoc [ABES], France National Library of France

Carter, Roger W., 1934- National Library of the Czech Republic German National Library

Carter, Roger W. (Roger William) Library of Congress/NACO

Carter, R.W. (Roger William), 1934- National Library of the Netherlands-test

Carter, Roger (mathematician) Wikipedia (en)-test

Carter, Roger W. (Roger William), 1934- National Library of Australia

VIAF ID: 108728070 (Personal)

Permalink: http://viaf.org/viaf/108728070

ISNI-test: 0000  0001  1697  7674 

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  1. Simple groups of Lie type ‎(10) National Library of the Czech Republic Library of Congress/NACO Sudoc [ABES], France NUKAT Center of Warsaw University Library National Library of the Netherlands-test Wikipedia (en)-test National Library of France
  2. Finite groups of Lie type conjugacy classes and complex characters ‎(7) National Library of the Netherlands-test Wikipedia (en)-test NUKAT Center of Warsaw University Library National Library of France Library of Congress/NACO
  3. Lectures on Lie groups and Lie algebras ‎(6) National Library of the Netherlands-test NUKAT Center of Warsaw University Library National Library of France Library of Congress/NACO
  4. Lie algebras of finite and affine type ‎(5) National Library of the Netherlands-test Wikipedia (en)-test NUKAT Center of Warsaw University Library Library of Congress/NACO
  5. Algebraic groups and their representations, 1998: ‎(4) National Library of the Netherlands-test NUKAT Center of Warsaw University Library Library of Congress/NACO
  6. Representations of reductive groups, 1998: ‎(3) NUKAT Center of Warsaw University Library Library of Congress/NACO
  7. nilpotent self normalizing subgroups of soluble groups ‎(1) Wikipedia (en)-test
  8. Student's guide to office automation ‎(1) NUKAT Center of Warsaw University Library
  9. On the structure and complex representation theory of finite groups of Lie type ‎(1) German National Library
  10. Finite groups of Lie type, c1985: ‎(1) Library of Congress/NACO

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