Set.EquicontinuousAt

{X : Type u_3} → {α : Type u_6} → [tX : TopologicalSpace X] → [uα : UniformSpace α] → Set (X → α) → X → Prop

We say that a set H : Set (X → α) of functions is equicontinuous at a point if the family (↑) : ↥H → (X → α) is equicontinuous at that point.

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