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K0 OF PURELY INFINITE SIMPLE REGULAR RINGS P. ARA, K. R. GOODEARL, AND E. PARDO
 

Summary: 



K0 OF PURELY INFINITE SIMPLE REGULAR RINGS



P. ARA, K. R. GOODEARL, AND E. PARDO



Abstract.We extend the notion of a purely infinite simple C*-algebra to *
*the context
of unital rings, and we study its basic properties, specially those rela*
*ted to K-Theory.
For instance, if R is a purely infinite simple ring, then K0(R)+ = K0(R)*
*, the monoid
of isomorphism classes of finitely generated projective R-modules is iso*
*morphic to the

  

Source: Akhmedov, Azer - Department of Mathematics, University of California at Santa Barbara

 

Collections: Mathematics