[Merged by Bors] - chore(number_theory/ramification_inertia): make an argument explicit #17890
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This makes it slightly easier to use the `ideal.factors.pi_quotient_linear_equiv` definition, as otherwise all the typeclass search is postponed till after the proof argument is provided.
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…17890) This makes it slightly easier to use the `ideal.factors.pi_quotient_linear_equiv` definition, as otherwise all the typeclass search on properties of `S` is postponed till after the proof argument `hp : map (algebra_map R S) p ≠ ⊥` is provided.
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This makes it slightly easier to use the
ideal.factors.pi_quotient_linear_equivdefinition, as otherwise all the typeclass search on properties ofSis postponed till after the proof argumenthp : map (algebra_map R S) p ≠ ⊥is provided.Contrary to the branch name, this has a negligeable effect on performance.