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Original Articles

Lie isomorphisms of non-gpi rings wiht involution

Pages 2345-2373 | Received 01 Aug 1997, Published online: 27 Jun 2007

References

  • Baxter , W.E. and Martindale , W.S. III . 1982 . The Extended Centroid in *-Prime Rings . Comm. Algebra , 10 : 847 – 874 .
  • Beidar , K.I. , Martindale , W.S. III and Mikhalev , A.V. 1994 . Lie Isomorphisms in Prime Rings with Involution . J. Algebra , 96 : 304 – 327 .
  • Beidar , K.I. , Martindale , W.S. III and Mikhalev , A.V. 1996 . Rings with GeneralizedIdentities , New York : Marcel Dekker .
  • Erickson , T.S. 1972 . The Lie Structure in Prime Rings with Involution . J. Algebra , 21 : 523 – 534 .
  • Herstein , I.N. 1976 . Rings with Involution , Chicago : University Chicago Press .
  • Holland , S. Jr . 1977 . Ordering and Square Roots in *-Fields . J.Algebra , 46 : 207 – 219 .
  • Martindale , W.S. III . 1976 . Lie Isomorphisms of the Skew Elements of a Prime Ring with Involution . Comm. Algebra , 4 : 929 – 977 .
  • Martindale , W.S. III and Miers , R.C. 1986 . Herstein’s Lie Theory Revisited . J. Algebra , 98 : 14 – 37 .
  • Rosen , M.P. 1984 . Isomorphisms of a Certain Class of Prime Lie Rings . J. Algebra , 89 : 291 – 317 .

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