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Claim. A note on Erdős problem #1062 has the byline OpenAI and is dated 15 April 2026. Przemek Chojecki posted it in the site's thread on 20 April 2026 as notes generated with GPT-5.4 Pro. Its Theorem 3.2, from McNew's local-to-global theorem for divisor-graph statistics, proves $f(n)=\lambda n+O_\varepsilon(n\exp(-(1-\varepsilon)\sqrt{\log n\log\log n}))$ for an effectively computable $\lambda\in[0,1]$, so that $\lim f(n)/n=\lambda$ exists. Its Section 5 evaluates the first four layers of the series for $\lambda$ as $\tfrac12,\tfrac16,0,\tfrac1{270}$, the fourth by a finite computer check, so that $\lambda=\tfrac23+\tfrac1{270}+\sum_{i\ge5}w_i$ (Corollary 5.4).

Covers. The first question of Problem 1062 in asymptotic form, as Davis's claim does; nothing on irrationality, which the note does not discuss.

Standing. The site's label is OPEN, no reply in the thread addresses the note, and there is no refereed version. Claimed.

Depends on. No page of this wiki.