The paper extends Dold-Kan theory to categories of finite relational structures, classifies their irreducible representations, and proves a monoidal generalization of Artin's reconstruction theorem equating uniformly continuous representations of transformation monoids with sheaves on those category
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Representations of categories of finite relational structures and associated endomorphism monoids
The paper extends Dold-Kan theory to categories of finite relational structures, classifies their irreducible representations, and proves a monoidal generalization of Artin's reconstruction theorem equating uniformly continuous representations of transformation monoids with sheaves on those category