报告人：穆强教授

      哈尔滨师范大学

报告题目：Symmetric invariant bilinear forms on modular vertex algebras 

报告时间：2018年8月14日（周二）上午10:00

报告地点：数理大楼661

内容摘要： 

In this paper, we study contragredient duals and invariant bilinear

forms for modular vertex algebras (in characteristic p). We first

introduce a bialgebra H and we then introduce a notion of H-module

vertex algebra and a notion of (V;H)-module for an H-module vertex

algebra V . Then we give a modular version of Frenkel-Huang-Lepowsky's

theory and study invariant bilinear forms on an H-module vertex

algebra. As the main results, we obtain an explicit description of the

space of invariant bilinear forms on a general H-module vertex

algebra, and we apply our results to affine vertex algebras and

Virasoro vertex algebras. This is joint work with Professor Haisheng

Li.

报告人简介：

 穆强，哈尔滨师范大学9001cc金沙教授，现主持国家自然科学基金一项，主持完成数学天元青年基金、黑龙江省基金、省教育厅新世纪人才、省教育厅科研项目各一项。

报告联系人：王清教授