Noncommutative Geometry
In the context of algebra and category theory, a coproduct is a generalization of the notion of a sum or disjoint union. It allows for the construction of new algebraic structures by combining existing ones while preserving their individual identities. In Drinfeld-Jimbo quantum groups, coproducts play a crucial role in defining the algebraic operations and structures that arise from these noncommutative spaces.
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