Add BAut types and two equivalent types of finite sets #29
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favonia
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Sep 24, 2017
favonia
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Sep 24, 2017
favonia
reviewed
Sep 24, 2017
| FinSet= = Subtype=-out FinSet-prop | ||
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| FinFS : ℕ → FinSet | ||
| FinFS n = Fin n , [ n , idp ] |
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What does the middle F stand for?
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Thanks! This is great. Some lemmas in Pigeonhole.agda and FinSet.agda look quite essential and I might move them in to |
favonia
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Sep 24, 2017
favonia
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Sep 24, 2017
|
Oops sorry for the long delay. |
favonia
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Oct 27, 2018
Let me create a separate issue for this. |
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UlrikBuchholtz
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Since the FinSet equivalence requires ConstantToSetExtendsToProp, I've put FinSet.agda in theorems/homotopy, but that's not ideal. Perhaps it would be better to move ConstantToSetExtendsToProp to core and then put FinSet in core/lib/types?