3.1 sets and n-types #15
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fizruk
reviewed
Nov 27, 2023
| #def units-eq | ||
| (x y : Unit) | ||
| : x = y | ||
| := path-concat Unit x unit y (Unit-uniq x) (path-sym Unit y unit (Unit-uniq y)) |
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It should be noted that refl also works here, since the uniqueness principle is actually built into Rzk for Unit and (dependent) pairs (Σ-types). See uniq-prod' and uniq-Unit' in the recent Rzk demo at https://fizruk.github.io/bmstu-rzk-demo-2023
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Thanks! Can you please add description, stating what is implemented/expected in this PR? |
fizruk
approved these changes
Dec 13, 2023
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