2 problems

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The conjecture on irreducible modules of the order-three lattice orbifold
Order-three lattice-orbifold module conjecture. Any irreducible $V_{L_{C\times D}}^\tau$ -module is isomorphic to one of these listed modules.
Conjectureopenlattice-vertex-operator-algebras orbifolds vertex-operator-algebrasarXiv posted 2 days ago
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Classification conjecture for Ising vectors in lattice vertex operator algebras
Classification conjecture for Ising vectors. For every Ising vector $e$ in $V_L^+$ , there is a sublattice $U$ of $L$ isomorphic to $\sqrt2A_1$ or $\sqrt2E_8$ such that $e g@@ VU^+$ …
Conjectureopenising-vectors lattice-vertex-operator-algebras vertex-operator-algebrasarXiv posted 2 days ago

The conjecture on irreducible modules of the order-three lattice orbifold