论文标题
对称的Heisenberg和对称晶格顶点操作员代数的1分函数
1-point functions for symmetrized Heisenberg and symmetrized lattice vertex operator algebras
论文作者
论文摘要
我们在对称的Heisenberg代数$ M^+$和对称晶格Voas $ v_l^+$中获得了所有状态的$ 1 $点功能的明确公式。为此，我们采用了一个新的$ \ mathbf z_2 $ twist twist的Zhu递归变体。
We obtain explicit formulas for the $1$-point functions of all states in the symmetrized Heisenberg algebra $M^+$ and symmetrized lattice VOAs $V_L^+$. For this we employ a new $\mathbf Z_2$-twisted variant of so-called Zhu recursion.
