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erdos_697.beta_lt

Specification

Let $\beta = \frac{1}{\log 2}$. Then $lim_{m\rightarrow\infty} \delta (m, \alpha) = 0$ if $\alpha < \beta$. This is proved in [Ha92].

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Lean 4 Statement 
theorem erdos_697.beta_lt {α : ℝ} (hα : 1 / log (2 : ℝ) < α) : Tendsto (δ · α) atTop (𝓝 0)
ID: ErdosProblems__697__erdos_697.beta_lt
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