Davide Trotta
Davide Trotta
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A topos for extended Weihrauch degrees
Weihrauch reducibility is a notion of reducibility between computational problems that is useful to calibrate the uniform computational …
Samuele Maschio
,
Davide Trotta
Last updated on May 15, 2025
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A taxonomy of categories for relations
The study of categories abstracting the structural properties of relations has been extensively developed over the years, resulting in …
Cipriano Junior Cioffo
,
Fabio Gadducci
,
Davide Trotta
Last updated on May 5, 2025
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Skolem, Gödel and Hilbert fibrations
Grothendieck fibrations are fundamental in capturing the concept of \emph{dependency}, notably in categorical semantics of type theory …
Davide Trotta
,
Jonathan Weinberger
,
Valeria De Paiva
Last updated on Jul 21, 2024
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