Théorie des groupes abstraits

De Séguier; Potron

  • Publisher: Gauthier-Villars, 1938

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De Séguier, and Potron. Théorie des groupes abstraits. 1938. <http://eudml.org/doc/192612>.

@book{DeSéguier1938,
author = {De Séguier, Potron},
keywords = {Group theory},
language = {fre},
publisher = {Gauthier-Villars},
title = {Théorie des groupes abstraits},
url = {http://eudml.org/doc/192612},
year = {1938},
}

TY - BOOK
AU - De Séguier
AU - Potron
TI - Théorie des groupes abstraits
PY - 1938
PB - Gauthier-Villars
LA - fre
KW - Group theory
UR - http://eudml.org/doc/192612
ER -

References

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  1. 1. BAER. _ Einfuhrung des Scharbegriffs (Crelle, t. 160, 1929, p. 199). Zbl55.0084.03JFM55.0084.03
  2. 2. BIRCKOFF. _ Diviseurs d'un Groupe abélien (P. L. M. S., t. 38, 1934, P- 389). 
  3. 3. BURNSIDE. _ Theory of Groups of finite Order (2e édition). Zbl01.0191.01
  4. 4. BURNSTIN et MAYER. _ Distributive Gruppen von endlicher Ordnung (Crelle, t. 160, 1929, p. III). JFM55.0082.06
  5. 5. DICKSON. _ Definition of a Group and Field by independent Postulates. Semi-Groups and general Isomorphism between infinite Groups (Transactions of Am. Math. Soc., t. 6, 1905, p. 198). JFM36.0207.01
  6. 6. DORNTE. _ Untersuchungen uber einen verallgemeinerten Gruppenbegriff (Math. Zeitschr., t. 29, 1929, p. 1). JFM54.0152.01
  7. 7. GARVER. _ Note concerning Group Postulates (Bull. A. M. S., t. 40, 1934, p. 698); Zbl0010.15302JFM60.0079.02
  8. GARVER Postulates for special Types of Groups (Ibid., t. 42, 1936, p. 125). Zbl0013.29601JFM62.0079.02
  9. 8. HALL. _ Contribution to the Theory of Groups of prime-power Orders (Proc. Lond. Math. Soc., 2e sér., vol. 36, p. 29); On a Theorem of Frobenius (Ibid., t. 40, 1935, p. 469). Zbl0007.29102JFM59.0147.02
  10. 9. LEVI. _ Intergruppen freien Gruppen (Math. Zeit., t. 32, 1930, p. 315). JFM56.0134.01
  11. 10. MAGNUS. _ Diskontinuierliche Gruppen mit definierenden Relationen (Crelle, t. 163, p. 141). JFM56.0134.03
  12. 11. NIELSEN. _ Isomorphismengruppe dei freien Gruppen (Math. Ann., t. 91, 1924, p. 175). JFM50.0078.04
  13. 12. POTRON. _ Les groupes d'ordre p6 (Thèse, 1904). JFM35.0181.13
  14. 13. PRUFER. _ Theorie der abelschen Gruppen (Math. Zeit., t. 20, 1924, p. 165). JFM50.0631.07
  15. 14. REMAK. _ Neuer Beweis eines Satzes uber spezielle endliche Gruppen (Crelle, t. 142, 1913, p. 54). JFM43.0198.04
  16. 15. REMAK. _ Minimale invariante Untergruppen in der Theorie der endlichen Gruppen (Crelle, t. 162, 1930, p. 1). Zbl56.0128.08JFM56.0128.08
  17. 16. REMAK. _ Darstellung der endlichen Gruppen als Untergruppen direkter Producten (Crelle, t. 163, 1930, p. 1). JFM56.0129.01
  18. 17. SCHMIDT. _ Sur les Produits directs (Bull. Soc. Math. de France, t. 41, 1913, p. 161). JFM44.0164.04
  19. 18. DE SÉGUIER. _ Éléments de la Théorie des Groupes abstraits (1904). JFM36.0187.02
  20. 19. DE SÉGUIER. _ Représentation du Symétrique et de l'Alterné (Journ. de Math., 1910, p. 402). JFM42.0158.03
  21. 20. DE SÉGUIER. _ Éléments de la Théorie des Groupes de Substitutions (1912). JFM43.0197.04
  22. 21. DE SÉGUIER. _ Les Produits directs et la Structure de leurs Diviseurs maximums (Bull. Soc. Math. de France, t. 41, 1913, p. 164). JFM44.0164.05
  23. 22 DE SÉGUIER. _ Sur les Diviseurs des Produits directs abéliens finis (Bull. Sc. Math., t. 50, 1926). Zbl52.0114.05JFM52.0114.05
  24. 23. SPEISER. _ Theorie der Gruppen von endlicher Ordnung (2e édit., 1927). Zbl53.0104.12JFM53.0104.12
  25. 24. SUSKEWITSCH. _ Gruppen ohne eindeutige Umkerhrbarkeit (Math. Ann., t. 99, 1929, p. 30). 
  26. 25. GRUN. _ Beitrage 7ur Grüppentheorie (Crelle, t. 174, 1935, p. 1). Zbl0012.34102JFM61.0096.03
  27. 26. REMAK. _ Zerlegung endlichen Gruppen in direkte unzerlegbare Factoren (Crelle, t. 139, 1911, p. 293). JFM42.0156.01
  28. 27. HALL. _ A note on soluble Groups (Journ. of Lond. Math. Soc., vol. 3, 1928, p. 98); JFM54.0145.01
  29. HALLA characteristic property of soluble Groups (Ibid., vol 12, 1937, p. 198 et 201); Zbl0016.39204JFM63.0069.02
  30. HALLOn the Sylow-Systems of a soluble Group; On the System Normalizers of a soluble Group (Proc. of Lond. Math. Soc., vol. 43, 1937, p. 316 et 507). Zbl0018.01001JFM63.0863.01

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