Ore extensions of Hopf coquasigroups
Author:
Publisher
Pleiades Publishing Ltd
Subject
General Mathematics
Link
http://link.springer.com/content/pdf/10.1134/S0001434614030067.pdf
Reference9 articles.
1. J. Klim and S. Majid, “Hopf quasigroups and the algebraic 7-sphere,” J. Alghebra 323(11), 3067–3110 (2010).
2. M. Beattie, S. Dăscălescu, and L. Grünenfelder, “Constructing pointed Hopf algebras by Ore extensions,” J. Algebra 225(2), 743–770 (2000).
3. L. Delvaux, “Pairing and Drinfel’d-double of Ore-extensions,” Comm. Algebra 29(7), 3167–3177 (2001).
4. M. Beattie, “An isomorphism theorem for Ore extension Hopf algebras,” Comm. Algebra 28(2), 569–584 (2000).
5. A. Nenciu, “Quasitriangular structures for a class of pointed Hopf algebras constructed by Ore extensions,” Comm. Algebra 29(8), 3419–3432 (2001).
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1. The Ore Extension of Group-Cograded Hopf Coquasigroups;Mathematics;2023-08-28
2. Fundamental Theorems of Doi–Hopf Modules in a Nonassociative Setting;Bulletin of the Malaysian Mathematical Sciences Society;2018-04-16
3. A Characterization of Weak Hopf (co) Quasigroups;Mediterranean Journal of Mathematics;2016-04-01
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