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PRIME IDEALS INVARIANT UNDER WINDING AUTOMORPHISMS IN QUANTUM MATRICES
 

Summary: 



PRIME IDEALS INVARIANT UNDER WINDING

AUTOMORPHISMS IN QUANTUM MATRICES



K. R. Goodearl and T. H. Lenagan



Abstract. The main goal of the paper is to establish the existence of tens*
*or product decom-
positions for those prime ideals P of the algebra A = Oq(Mn(k)) of quantum*
* n x n matrices
which are invariant under winding automorphisms of A, in the generic case *
*(q not a root of

  

Source: Akhmedov, Azer - Department of Mathematics, University of California at Santa Barbara
Lenagan, Tom - Department of Mathematics & Statistics, University of Edinburgh

 

Collections: Mathematics