A Linear Category of Polynomial Functors (extensional part)
Résumé
We construct a symmetric monoidal closed category of //polynomial endofunctors// (as objects) and //simulation cells// (as morphisms). This structure is defined using universal properties without reference to representing polynomial diagrams and is reminiscent of Day's convolution on presheaves. We then make this category into a model for intuitionistic linear logic by defining an additive and exponential structure.
Domaines
Logique en informatique [cs.LO]
Origine : Fichiers produits par l'(les) auteur(s)
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