JP Journal of Algebra, Number Theory and Applications
Volume 16, Issue 2, Pages 89 - 99
(March 2010)
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THE STRUCTURE OF WEAK QUANTUM GROUPS CORRESPONDING TO SWEEDLER ALGEBRA
Dongming Cheng
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Abstract: The structure of weak quantum groups corresponding to Sweedler algebra is described by their algebra structure and coalgebra structure. The weak Hopf extension of Sweedler algebra has a quotient Hopf algebra and a sub-Hopf algebra which are isomorphic to Sweedler algebra. |
Keywords and phrases: weak quantum groups, decomposition, structure. |
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