MathDBThe Witt-to-interface conjecture for rational conformal field theories
The Witt-to-interface conjecture for rational conformal field theories
Let and be RCFTs with positive chiral algebras. RCFT Witt-to-interface conjecture. If and belong to the same Witt class, then they are interface equivalent. The claim is presented as an open converse to the theorem that interface equivalence implies Witt equivalence for RCFTs.
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Primary source
Sven Möller and Brandon C. Rayhaun, “Equivalence Relations on Vertex Operator Algebras, II: Witt Equivalence and Orbifolds”, arXiv:2410.18166 (2025).
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