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TitleHigher Koszul duality for associative algebras.
Author(s) Vladimir Dotsenko, Bruno Vallette
TypeArticle in Journal
AbstractWe present a unifying framework for the key concepts and results of higher Koszul duality theory for N-homogeneous algebras: the Koszul complex, the candidate for the space of syzygies and the higher operations on the Yoneda algebra. We give a universal description of the Koszul dual algebra under a new algebraic structure. For that we introduce a general notion: Gröbner bases for algebras over non-symmetric operads.
ISSN0017-0895; 1469-509X/e
URL http://journals.cambridge.org/action/displayAbstract?fromPage=online&aid=9029945&fileId=S0017089513000505
LanguageEnglish
JournalGlasg. Math. J.
Volume55A
Pages55--74
PublisherCambridge University Press, Cambridge
Year2013
Edition0
Translation No
Refereed No
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