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Original Articles

Groups of Order Less Than 32 and Their Endomorphism Semigroups

Pages 93-101 | Published online: 21 Jan 2013

References

  • Alperin , J.L. 1962 . Groups with finitely many automorphisms , Vol. 12 , 1 – 5 . Pacific J. Math. . No 1
  • Coxeter , H.S.M. and Moser , W.O.J. 1972 . Generators and relations for discrete groups , Springer-Verlag .
  • Krylov , P.A. , Mikhalev , A.V. and Tuganbaev , A.A. 2003 . Endomorphism Rings of Abelian Groups , Dordrecht/Boston/London : Kluwer Academic Publisher .
  • Puusemp , P. 1975 . Idempotents of the endomorphism semigroups of groups , Vol. 366 , 76 – 104 . Acta et Comment. Univ. Tartuensis . (in Russian)
  • Puusemp , P. 1976 . Endomorphism semigroups of generalized quaternion groups , Vol. 390 , 84 – 103 . Acta et Comment. Univ. Tartuensis . (in Russian)
  • Puusemp , P. 1985 . On endomorphism semigroups of symmetric groups , Vol. 700 , 42 – 49 . Acta et Comment. Univ. Tartuensis . (in Russian)
  • Puusemp , P. 2000 . Characterization of a semidirect product of groups by its endomorphism semigroup , Edited by: Smith , Paula . 161 – 170 . Singapore : World Scientific . Semigroups. Proceedings of the International Conference, Braga, Portugal, June 18–23, 1999
  • Puusemp , P. 2002 . On the definability of a semidirect product of cyclic groups by its endomorphism semigroup , Vol. 19 , 195 – 212 . Algebras, Groups and Geometries .
  • Puusemp , P. 2004 . A semidirect product of cyclic groups and its endomorphism semigroup , Vol. 21 , 137 – 152 . Algebras, Groups and Geometries . Nr. (2)
  • Puusemp , P. 2005 . A characterization of Schmidt groups by their endomorphism semigroups , Vol. 15 , 161 – 173 . International Journal of Algebra and Computation . Nr. (1)
  • Puusemp , P. 2005 . Groups of order 24 and their endomorphism semigroups , Vol. 11 , 155 – 172 . Fundamentalnaya i prikladnaya matematika . No 3, (in Russian)
  • Puusemp , P. 2005 . Non-abelian groups of order 16 and their endomorphism semigroups , Vol. 131 , 6098 – 6111 . J. of Mathematical Sciences . No 6

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