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Mathlib/NumberTheory/RamificationInertia/HilbertTheory.lean
@@ -346,7 +346,7 @@ Let `D` be the decomposition field of `P` in `L/K`. Let `𝓟D` be a prime ideal
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then `𝓟D` is unramified over `K`.
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-/
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theorem ramificationIdx_eq (hp : p ≠ ⊥) :
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- ramificationIdx (algebraMap A 𝓞D) p 𝓟D = 1 := by
+ ramificationIdx p 𝓟D = 1 := by
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have : Module.Finite 𝓞D B := Module.Finite.right A 𝓞D B
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have : Module.IsTorsionFree 𝓞D B := by
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rw [Module.isTorsionFree_iff_faithfulSMul]
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