Title 



Representation stacks, Dbranes and noncommutative geometry
 
Author 


  
Abstract 



In this note we prove that the spec(C)points of the representation Artinstack [rep(n)R/PGL(n)] of ndimensional representations of an affine Calgebra R correspond to Calgebra morphisms R > A(n) where A(n) is an Azumaya algebra of degree n over C. We connect this to the theory of Dbranes and Azumaya noncommutative geometry, developed by ChienHao Liu and ShingTung Yau in a series of articles [9][14].   
Language 



English
 
Source (journal) 



Communications in algebra.  New York, N.Y.  
Publication 



New York, N.Y. : 2012
 
ISSN 



00927872
 
Volume/pages 



40:10(2012), p. 36363651
 
ISI 



000309120100005
 
Full text (Publisher's DOI) 


  
