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Update Cubical/Foundations/Equiv.agda
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mortberg authored Nov 2, 2023
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Expand Up @@ -319,7 +319,6 @@ isEquiv≃isEquiv' f = isoToEquiv (isEquiv-isEquiv'-Iso f)

-- The fact that funExt is an equivalence can be found in Cubical.Functions.FunExtEquiv

((x : A) PathP (B x) (f x) (g x)) ≃ PathP (λ i (x : A) B x i) f g
funExt≃ {A = A}{B = B} {f = f} {g = g} = isoToEquiv e
where
open Iso
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