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FINITE GENERATION OF HOCHSCHILD HOMOLOGY ALGEBRAS
 

Summary: 



FINITE GENERATION OF

HOCHSCHILD HOMOLOGY ALGEBRAS



LUCHEZAR L. AVRAMOV AND SRIKANTH IYENGAR


Abstract.We prove converses of the Hochschild-Kostant-Rosenberg Theo-
rem, in particular: If a commutative algebra S is flat and essentially o*
*f finite
type over a noetherian ring _, and the Hochschild homology HH*(S|_) is a
finitely generated S-algebra for shuffle products, then S is smooth over*
* _.

  

Source: Avramov, Luchezar L.- Department of Mathematics, University of Nebraska-Lincoln

 

Collections: Mathematics