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Original Articles

Extensions of Unit 1-Stable Range

Pages 3071-3085 | Received 01 Feb 2003, Published online: 31 Aug 2006

References

  • Badawi , A. 1994 . On semicommutative π-regular rings . Comm. Algebra , 22 : 151 – 157 .
  • Carmona , J. J. , Cuf , J. and Menal , P. 1992 . On the unit 1-stable rank of rings of analytic functions . Publ. Mat., Barc. , 36 : 439 – 447 .
  • Chen , H. 1999 . Exchange rings with artinian primitive factors . Algebra Represent. Theory , 2 : 201 – 207 . [CROSSREF]
  • Chen , H. 2000 . Exchange rings satisfying unit 1-stable range . Kyushu J. Math. , 54 : 1 – 6 .
  • Chen , H. 2001 . Units, idempotents and stable range conditions . Comm. Algebra , 29 : 703 – 717 . [CROSSREF]
  • Chen , H. 2003 . Extensions of rings with many units . Comm. Algebra , 31 : 2403 – 2416 .
  • Chen , H. One-sided unit-regular ideals of regular rings . The Taiwanese J. Math. , To appear
  • Chen , H. and Li , F. 2001 . Exchange rings having ideal-stable range one . Sci. China Ser. A , 44 : 579 – 586 .
  • Goodearl , K. R. 1984 . Cancellation of low-rank vector bundles . Pacific J. Math. , 113 : 289 – 302 .
  • Goodearl , K. R. and Menal , P. 1988 . Stable range one for rings with many units . J. Pure Appl. Algebra , 54 : 261 – 287 . [CROSSREF]
  • Handelman , D. 1979 . Stable range in A W* algebras . Proc. Am. Math. Soc. , 76 : 241 – 249 .
  • Henriksen , M. 1974 . Two classes of rings generated by their units . J. Algebra , 31 : 182 – 193 . [CROSSREF]
  • Menal , P. and Moncasi , J. 1984 . K 1 of von Neumann regular rings . J. Pure. Appl. Algebra , 33 : 295 – 312 . [CROSSREF]
  • Menal , P. and Moncasi , J. 1987 . Lifting units in self-injective rings and an index theory for Rickart C *-algebras . Pacific J. Math. , 126 : 295 – 329 .
  • Wu , T. 1995 . The unit 1-stable range condition . Chinese Ann. Math. , 16A : 760 – 768 .
  • You , H. 1990 . K 2(R, I) of unit 1-stable ring . Chin. Sci. Bull. , 35 : 1590 – 1595 .
  • Yu , H. P. 1995 . Stable range one for exchange rings . J. Pure Appl. Algebra , 98 : 105 – 109 .
  • #Communicated by B. Huisgen-Zimmermann.

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