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erdos_697.delta_lt

Specification

$\delta < \frac{m ^ \alpha + 1}{m}`. This shows that $lim_{m\rightarrow\infty} \delta (m, \alpha) = 0$ for $\alpha < 1$. #TODO: prove this theorem.

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Lean 4 Statement
theorem erdos_697.delta_lt (m : ℕ) (α : ℝ) : δ m α < (m ^ α + 1) / m
ID: ErdosProblems__697__erdos_697.delta_lt
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