Mathematica code to convert OPEs to commutation relations in 2d CFT.
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Updated
Aug 11, 2017 - Mathematica
Mathematica code to convert OPEs to commutation relations in 2d CFT.
Mathematical work by Jared D. Dunahay (AEO Trivector LLC). Monorepo for published math-ph papers, code, and verification suites.
Quantum Groups Seminar
Personal website
A geometry-first physics research program: the complete, adversarially-audited record of the bet that physics is the geometry of a 3-manifold (time emergent as modular flow) — including the honest negative result and the standalone Heegaard Floer d-invariant math that stands on its own.
An unverified AI-generated candidate proof for the nonseparable case of Kadison’s 1967 Problem S.2, released for expert review and possible collaboration.
Mathematical framework connecting surjective group homomorphisms to quantum error correction via Type II₁ von Neumann algebras. Derives code distance bounds from algebraic structure and validates with computational examples.
States on C*-algebras and the GNS construction
Publication list
Canonical-lane closure package for the Kadison-Kaplansky conjecture: admissible-class formulation, projection gates, local-to-global bridge, and carried remainder.
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