
This paper provides a concise introduction to the fundamental concepts of quantum groups, exploring their mathematical framework through Hopf algebras, monoidal categories, and the Drinfeld center.


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a-brief-introduction-to-quantum-groups-exploring-hopf-algebras-monoidal-categories-and-the-drinfeld-center


A Brief Introduction to Quantum Groups: Exploring Hopf Algebras, Monoidal Categories, and the Drinfeld Center


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This paper presents a classification of right coideal subalgebras for the finite-dimensional quantum groups Uq(sl2) and Oq(SL2) at a root of unity q of odd order, providing explicit generators and relations for each subalgebra.


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Classification of Coideal Subalgebras of Quantum Groups $SL_2$ and $O_q(SL_2)$ at Roots of Unity
