Title 



The geometry of representations of 3dimensional Sklyanin algebras


Author 





Abstract 



The representation scheme repnA of the 3dimensional Sklyanin algebra A associated to a plane elliptic curve and ntorsion point contains singularities over the augmentation ideal m. We investigate the semistable representations of the noncommutative blowup algebra B=A⊕mt⊕m2t2⊕... to obtain a partial resolution of the central singularity projZ(B)→specZ(A) such that the remaining singularities in the exceptional fiber determine an elliptic curve and are all of type C×C2/Zn.  

Language 



English


Source (journal) 



eprintarchive math.RA 

Publication 



2014


Volume/pages 



(2014), p. 112


Medium 



Eonly publicatie


Full text (publisher's version  intranet only) 


 
