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Theorems · Definition

ULiftable.adaptDown

{F : Type (max u₀ v₀) → Type u₁} →
  {G : Type v₀ → Type v₁} →
    [L : ULiftable G F] → [Monad F] → {α : Type (max u₀ v₀)} → {β : Type v₀} → F α → (α → G β) → G β

convenient shortcut to avoid manipulating ULift

Defined in
Mathlib.Control.ULiftable
Cited by
0 results in Mathlib
Foundations
Depth 12 from the axioms · uses no axioms
Assumes
ULiftableMonad
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ULiftable · cited by 2ULiftableULiftable.down · cited by 2ULiftable.downULiftable.up · cited by 2ULiftable.upULiftable.adaptDownCITED BYCITES

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