Work

Probably Approximately Correct String Theory: A Verification Discipline for the Landscape

Year: 2026
Type: preprint
Abstract: The string landscape contains ~10^500 vacua, so 'unified string theory' is two conflated problems — verification and selection. We build a verification discipline for the first: a probably-approximately-correct certificate, a proof that search over the flux superpotential is not evolvable (Denef-Douglas uniformity + Valiant's contrapositive), a measured log-uniform prior for |W_0|, a certified Mitchell Verification Deficit, and a boundary map of the four senses in which the problem is uncomputable. The field currently has no verification layer for its unverifiable theory; this is one.
Language: English
Open Access status: green
OpenAlex ID: W7225394414
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