Quantum affine algebras are a class of mathematical objects that arise in the area of quantum algebra, which blends concepts from quantum mechanics and algebraic structures. To understand quantum affine algebras, it's helpful to break down the components involved: 1. **Affine Algebras**: These are a type of algebraic structure that generalize finite-dimensional Lie algebras. An affine algebra can be thought of as an infinite-dimensional extension of a Lie algebra, which incorporates the concept of loops.
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