报告问题 (Title)：Regular representations and A_m(V)-A_n(V)-bimodules（正则体现和A_m(V)-A_n(V)-双模）

报告人 (Speaker)：李海生教授（美国Rutgers大学Camden分校）

报告时间 (Time)：2022年3月26日(周六) 10:00-11:00

报告所在 (Place)：腾讯聚会

聚会ID：765-947-281

主理部分：理学院数学系

报告摘要：For a vertex operator algebra V, the regular representation (module) D_(z)(W), associated to a V-module W and a nonzero complex number z, is a weak V\otimes V-module which was constructed canonically inside the full dual space W^*. In the past, regular representation had been used to give new proofs for Zhu's A(V)-theory, Frenkel-Zhu's fusion rule theorem, and A_n(V)-theory. In this current work, we establish a natural connection of regular representations with the Dong-Jiang theory of A_{m}(V)-A_{n}(V)-bimodules.