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Isolated zeros of the Riemann zeta function and zeros of linear combinations of Dirichlet $L$-functions
Let $00$. We say that a non-trivial zero $ρ_n=β_n+iγ_n$ is $c$-isolated if $\min(γ_{n+1}-γ_n, γ_n-γ_{n-1})>2πc/\log γ_n$. Note that any isola
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