论文标题
Feigin-Frenkel同构的类似物，用于双环代数
An analog of the Feigin-Frenkel homomorphism for double loop algebras
论文作者
论文摘要
我们证明了Vertex代数的同态存在，从真空VERMA模块上的无链仿期代数的环代代数上，其结构类似于Feigin-frenkel同质性的同质性，这些同源物的真空模块的含量高于Affine Algebra的关键水平。
We prove the existence of a homomorphism of vertex algebras, from the vacuum Verma module over the loop algebra of an untwisted affine algebra, whose construction is analogous to that of the Feigin-Frenkel homomorphism from the vacuum Verma module at critical level over an affine algebra.
