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1 parent 61d2823 commit f64a76aCopy full SHA for f64a76a
Mathlib/Data/Nat/Multiplicity.lean
@@ -117,7 +117,7 @@ theorem sub_one_mul_multiplicity_factorial {n p : ℕ} (hp : p.Prime) :
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(p - 1) * multiplicity p n ! =
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n - (p.digits n).sum := by
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simp only [multiplicity_eq_of_emultiplicity_eq_some <|
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- emultiplicity_factorial hp <| lt_succ_of_lt <| lt_add_one (log p n),
+ emultiplicity_factorial hp <| lt_succ_of_lt <| Nat.lt_add_one (log p n),
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← Finset.sum_Ico_add' _ 0 _ 1, Ico_zero_eq_range, ←
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sub_one_mul_sum_log_div_pow_eq_sub_sum_digits]
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