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Calabi-Yau pointed Hopf algebras of finite Cartan type

Tijdschriftbijdrage - Tijdschriftartikel

We study the Calabi–Yau property of pointed Hopf algebra U(D,λ) of finite Cartan type. It turns out that this class of pointed Hopf algebras constructed by N. Andruskiewitsch and H.-J. Schneider contains many Calabi–Yau Hopf algebras. To give concrete examples of new Calab–Yau Hopf algebras, we classify the Calabi–Yau pointed Hopf algebras U(D,λ) of dimension less than 5.
Tijdschrift: Journal of Noncommutative Geometry
ISSN: 1661-6952
Issue: 4
Volume: 7
Pagina's: 1105 - 1144
Jaar van publicatie:2013
Trefwoorden:Pointed Hopf algebra, Nichols algebra, Calabi–Yau algebra
BOF-keylabel:ja
IOF-keylabel:ja
BOF-publication weight:1
CSS-citation score:1
Auteurs:International
Authors from:Higher Education
Toegankelijkheid:Closed