Quantum group symmetry refers to a type of symmetry that arises in the study of noncommutative geometry and quantum algebra, characterized by the use of quantum groups to generalize classical symmetry concepts. It allows for a more flexible understanding of symmetries in mathematical structures that emerge in quantum physics, leading to the development of new algebraic frameworks. This concept plays a significant role in understanding the representation theory and applications of Drinfeld-Jimbo quantum groups.
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