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Claude Derives Sharp Large-c Bootstrap Bound

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Claude Derives Sharp Large-c Bootstrap Bound
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// 18m agoRESEARCH PAPER

Claude Derives Sharp Large-c Bootstrap Bound

Anthropic’s primarily AI-generated Hexagon preprint reports an exact asymptotic slope, ΛV ≈ 9.1266, for spinless modular-bootstrap bounds on 2D CFT spectral gaps. The result narrows a previously broad range while remaining limited to a restricted, computer-assisted method. [Hexagon preprint](https://hexagonmath.org/2611.00174v1)

// ANALYSIS

The compelling story is not “AI solved quantum gravity,” but that Claude produced a precise, testable limit for a technically mature mathematical method. Its significance depends on independent verification of the proof and computer-assisted attainment checks.

  • –Tightens the known large-central-charge slope range from roughly 8.503–12 to ΛV ≈ 9.1266.
  • –Uses an electrostatic potential and zero-distribution framework to characterize asymptotically optimal functionals.
  • –Applies only to spinless modular S-invariance at zero angular potential, not the full spinful bootstrap or pure-gravity spectrum.
  • –Does not prove that conformal field theories saturating the bound exist.
  • –The leading result is presented as proved, while finer correction terms remain conjectural and numerical thresholds are not fully computed. [State of Proof review](https://stateofproof.org/paper-watch/hexagon-2611-00174)
// TAGS
claudellmreasoningresearchevaluationspinless-modular-bootstrap

DISCOVERED

18m ago

2026-11-10

PUBLISHED

26m ago

2026-11-10

RELEVANCE

8/ 10

AUTHOR

Wes Roth