J. Aust. Math. Soc.  77 (2004), 321-334
Two-sided ideals in group near-rings

J. H. Meyer
  Department of Mathematics and Applied Mathematics
  University of the Free State
  PO Box 339
  Bloemfontein 9300
  South Africa
  meyerjh.sci@mail.uovs.ac.za


Abstract
The two-sided ideals of group near-rings are characterized and studied. Various examples are presented to illustrate the interplay between ideals in the base near-ring $R$ and the corresponding group near-ring $R[G]$ . Some results concerning the Jacobson radicals of $R[G]$ are also discussed.
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