Mathematica code to convert OPEs to commutation relations in 2d CFT.
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Aug 11, 2017 - Mathematica
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operator-algebras
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The Kadison-Kaplansky conjecture via projection-spectral persistence on the manifold-constrained canonical lane. Reproducible local-to-global theorem package.
reproducibility operator-algebras local-to-global mathematical-proof k-theory kadison-kaplansky-conjecture c-star-algebras group-algebras manifold-constrained canonical-lane
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Mar 13, 2026 - Python
Publication list
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Mar 13, 2026 - TeX
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.
quantum-computing algebraic-structures group-theory theoretical-physics quantum-information homomorphism mathematical-physics operator-algebras quantum-error-correction von-neumann-algebras quantum-codes mathematical-proof code-distance type-ii-algebras subfactor-theory computational-validation
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Nov 19, 2025 - Python
States on C*-algebras and the GNS construction
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Mar 7, 2025 - TeX
Personal website
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Mar 18, 2026 - HTML
Quantum Groups Seminar
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Apr 13, 2026 - HTML
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