Defines code structures on fibrations to simplify the proof of Löb's theorem in geminal categories and adds a new categorical version of the Gödel-Löb axiom.
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3 Pith papers cite this work. Polarity classification is still indexing.
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The coq-paradoxes library mechanizes Burali-Forti, Diaconescu, Reynolds, and Hurkens paradoxes to specify the placement of impredicativity, large elimination restrictions, and universe discipline in Rocq's CIC kernel.
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G\"odel coding on fibrations and geminal categories
Defines code structures on fibrations to simplify the proof of Löb's theorem in geminal categories and adds a new categorical version of the Gödel-Löb axiom.
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Four Paradoxes and a Proof Assistant: Burali-Forti, Diaconescu, Reynolds, and Hurkens in the coq-paradoxes library
The coq-paradoxes library mechanizes Burali-Forti, Diaconescu, Reynolds, and Hurkens paradoxes to specify the placement of impredicativity, large elimination restrictions, and universe discipline in Rocq's CIC kernel.
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