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FormalConjectures/Millenium/GeneralizedRiemannHypothesis.lean
@@ -27,7 +27,7 @@ namespace GRH
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/-- Let $\chi$ be a Dirichlet character, `trivialZeros` is the set of trivial zeros of the
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Dirichlet $L$-function of $\chi$ which is always a set of non-positive integers.
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- $\chi = 1$ then the Dirichlet $L$-function is the Riemann zeta function, having trivial
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- zeroes at all negative integers (exclude $0$).
+ zeroes at all negative even integers (exclude $0$).
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- $\chi$ is odd, then the trivial zeroes are the negative odd integers.
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- $\chi \neq 1$ is even, then the trivial zeroes are the non-positive even integers. -/
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def trivialZeros {q : ℕ} (χ : DirichletCharacter ℂ q) : Set ℤ :=
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