On finiteness spaces and extensional presheaves over the Lawvere theory of polynomials
Résumé
We define a faithful functor from a cartesian closed category of linearly topologized vector spaces over a field and generalized polynomial functions to the category of ``extensional'' presheaves over the Lawvere theory of polynomial functions, and show that, under some conditions on the field, this functor is full and preserves the cartesian closed structure.
Origine : Fichiers produits par l'(les) auteur(s)
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