On the representation of simple riesz groups

References

• Ara , P. and Goodearl , K.R. 1992 . The almost isomorphism relation for simple regular rings . Pub.Mat.UAB , 36 ( 2 ) : 369 – 388 .
   Google Scholar
• Blackadar , B. 1986 . K-Theory for operator algebras , Vol. 5 , New York : Springer-Verlag . M.S.R.I.Publ
   Google Scholar
• Blackadar , B. 1988 . “ Comparison theory for simple C*-algebras ” . In Operator algebras and application , Edited by: Evans , D.E. and Takesaki , M. Vol. 135 , 21 – 54 . Cambridge Univ.Press . LMS Lecture Notes Series
   Google Scholar
• Dugas M. 1994 Unpublished example
   Google Scholar
• Effros , E.G. , Handelman , D.E. and Shen , C.L. 1980 . Dimension groups and their affine representations . Amer.J.Math , 102 : 385 – 407 .
   Web of Science ®Google Scholar
• Elliott , G.A. 1976 . On the classification of inductive limits of sequences of semisimple finite-dimensional algebras . J.Algebra , 38 : 29 – 44 .
   Google Scholar
• Goodearl , K.R. 1979 . von Neumann Regular Rings , London : Pitman . Krieger,Malabar,Fl.,1991
   Google Scholar
• Goodearl , K.R. 1986 . “ Partially Ordered Abelian Groups with Interpolation ” . In Math.Surveys and Monographs , Vol. 20 , Providence : A.M.S .
   Google Scholar
• Goodearl , K.R. 1995 . Torsion in K0 of unit-regular rings . Proc.Edinburg Math.Soc , 38 : 331 – 341 .
   Google Scholar
• Lawrence J.W. 1981 Unpublished examples
   Google Scholar
• Pardo , E. 1994 . On a density condition for K0+ of von Neumann regular rings . Comm.Algebra , 22 ( 2 ) : 707 – 719 .
   Web of Science ®Google Scholar
• Pardo , E. 1994 . Metric completions of ordered groups and K0 of exchange rings . Trans.Amer.Math.Soc , 22 ( 2 ) to appear
   Google Scholar
• Wehrung , F. 1994 . Metric properties of positively ordered monoids . Forum Mathematicum , 5 ( 1993 ) : 183 – 201 .
   Google Scholar