PostulateStatement: Literature-sourcedProof: Not applicablePipeline-generatedprecheck pass‡ sources checked 2026-11-05

How statement and proof provenance work

The first chip identifies the source of the statement or construction; the second identifies the source of its local proof or verification.

Literature-sourced: the exact statement appears in a cited source; only wording and notation differ.
AI-adapted: a semantically identical restatement of literature-sourced material, modulo indexing, notation, and boundary cases adopted by the library.
AI-generated: a genuinely novel statement formulated by AI, with no source for the claim itself.

These labels describe origin, not correctness: citations and verification chips remain separate evidence.

Bosonic Polyakov Model

Physical scope

Adopted free tensile flat-target bosonic-string action on a classical Lorentzian worldsheet with selected open or closed boundary data; not a quantum path-integral prescription or an empirical assertion.

Postulate

Adopt the free tensile flat-target action $S_{P} [X, h] = - \frac{T}{2} \int_{Σ} d^{2} σ \sqrt{- \det h} h^{a b} η_{μ ν} \partial_{a} X^{μ} \partial_{b} X^{ν}$ , with $T = 1 / (2 π α^{'})$ , for the flat model and its specified open- or closed-string boundary data. This is a physical model assumption, not a deduction from mathematics. No endpoint, $B$ -field, dilaton, or interaction term is added.

Bosonic Polyakov Model

Postulate

Postulate references

Depends on

Dependency tree · 1 level

Sources