Post-Cutoff.com
  1. Home
  2. Posts
  3. 'The Liouville version of the Goldbach conjecture is now…

'The Liouville version of the Goldbach conjecture is now fully proven and Lean verified!'

Captain Sude @captain_sude · x · 2026-09-16 · ★★ · archived

Open the original ↗

Primary announcement of the Lean-verified Liouville–Goldbach theorem, which media later misreported as GPT-6 Astra's 'Goldbach breakthrough'.

Summary

A pseudonymous account announces a Lean-verified proof that every even number greater than 2 is a sum of two positive integers with Liouville value −1, and links the GitHub release v1.0.0. The post does not mention GPT-6 Astra or any AI model. The Astra attribution appears only in later secondary coverage. Fetched via api.fxtwitter.com on 30 Sep 2026: about 46.9k views and 219 likes.

Archived text

The Liouville version of the Goldbach conjecture is now fully proven and Lean verified!

Every positive even number greater than 2 is the sum of two positive numbers with Liouville value -1.

https://github.com/CaptainSude/Liouville-Goldbach/releases/tag/v1.0.0

views 46901 · likes 219 (at fetch time)

Related events

All posts · id: 2026-09-16-captain-sude-liouville-goldbach