论文标题
常规顶点操作员子代理和交织操作员的压缩
Regular vertex operator subalgebras and compressions of intertwining operators
论文作者
论文摘要
令$ v $为$ u $的顶点操作员subalgebra。假设$ u $，$ v $及其$ u $中的$ v^c $是CFT型，自dual和常规VOA。还假设双交换$ v^{cc} $等于$ v $。我们证明，$ V $的任何交织运营商都是$ U $的交织运营商的压缩。
Let $V$ be a vertex operator subalgebra of $U$. Assume that $U$, $V$, and its commutant $V^c$ in $U$ are CFT-type, self-dual, and regular VOAs. Assume also that the double commutant $V^{cc}$ equals $V$. We prove that any intertwining operator of $V$ is a compression of intertwining operators of $U$.
