3 problems

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Gainutdinov–Runkel conjecture on symmetric functions and one-point functions
Let $V$ be a simple $C_2$ -cofinite vertex operator algebra isomorphic to its contragredient module, with $V_0=\operatorname{\mathbb{C}}\mathbf{1}$ , and let…
Conjectureopenmodular-invariance pseudo-traces vertex-operator-algebrasarXiv posted 2 days ago
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The pseudo-trace isomorphism conjecture for the even symplectic fermion theory
Pseudo-trace functions define an injective linear map … Here $\mathcal{E}$ is the relevant endomorphism algebra, $C(\mathcal{E})$ denotes its space of symmetric linear forms, and…
Conjectureopenpseudo-traces symplectic-fermion-theory vertex-operator-algebrasarXiv posted 2 days ago
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Projective-generator pseudo-trace isomorphism conjecture for a vertex operator algebra
Let $\operatorname{Rep}(\mathcal{V})$ be the representation category of a vertex operator algebra $\mathcal{V}$ , let $G$ be a projective generator of this category, let $E$ be its…
Conjectureopenmodular-forms pseudo-traces vertex-operator-algebrasarXiv posted 2 days ago

Gainutdinov–Runkel conjecture on symmetric functions and one-point functions