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When trying out my problem we will need a proof that the integers form a set. We can either prove this directly using J or using Hedberg. Having both proofs could be interesting just to compare for efficiency.
@ecavallo Oh cool!!! Can you commit the proof directly to the Rectification Campaign branch? I will merge soon, but I just want to clean up a few minor things.
When trying out my problem we will need a proof that the integers form a set. We can either prove this directly using J or using Hedberg. Having both proofs could be interesting just to compare for efficiency.
For proofs in cubicaltt/hcomptrans see setZ' (using J) and ZSet (using Hedberg) in: https://github.com/mortberg/cubicaltt/blob/pi4s3/examples/brunerie2.ctt
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