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Gorenstein, Daniel. Library of Congress/NACO German National Library ISNI-test National Library of Australia National Library of the Netherlands-test NUKAT Center of Warsaw University Library Wikipedia (en)-test National Library of Latvia

Gorenstein, Daniel, 1923-1992 Sudoc [ABES], France National Library of France

VIAF ID: 36987506 (Personal)

Permalink: http://viaf.org/viaf/36987506

ISNI-test: 0000  0000  8115  5776 

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  1. The classification of the finite simple groups ‎(9) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Library of Congress/NACO National Library of France National Library of Latvia
  2. Finite simple groups : an introduction to their classification ‎(6) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Sudoc [ABES], France Library of Congress/NACO National Library of France
  3. Finite groups ‎(6) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Library of Congress/NACO
  4. The classification of finite simple groups ‎(5) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Library of Congress/NACO National Library of France
  5. The local structure of finite groups of characteristic 2 type ‎(3) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Library of Congress/NACO
  6. Finite groups whose 2-subgroups are generated by at most 4 elements ‎(3) NUKAT Center of Warsaw University Library National Library of the Netherlands-test Library of Congress/NACO
  7. Reviews on finite groups, as printed in Mathematical reviews, 1940 through 1970, volumes 1-40 inclusive. ‎(2) National Library of the Netherlands-test Library of Congress/NACO
  8. Uniqueness theorems ‎(1) NUKAT Center of Warsaw University Library
  9. The classification of the finite simple groups, Number 2. Part I, Chapter G : general group theory ‎(1) NUKAT Center of Warsaw University Library
  10. The classification of finite simple grops, 1994: ‎(1) Library of Congress/NACO

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