研究方向：算子理论与算子代数

主讲课程：本科生课程：实变函数🧝🏻‍♂️、泛函分析

   研究生课程💁‍♂️：算子理论与算子代数 

代表论著👨🏼‍🔬：

1、Kunyu Guo, Hansong Huang, Multiplication operators defined by covering maps on the Bergman space: The connection between operator theory and von Neumann algebras, J. Funct. Anal. 260 (2011), 1219–1255.

2、Kunyu Guo and Kai Wang, Essentially normal Hilbert modules and K-homology， Math. Ann. 340（2008），907-934.

3、Kunyu Guo,  Defect operators for submodules of H_d^2,  J. fur Reine und Angew. Math,   573(2004), 181-209. 

4、Kunyu Guo,  Defect operators, defect functions and defect  indices for analytic submodules,      J. Funct. Anal. 213(2004), 380-411. 

5👷🏼、Xiaoman Chen, Kunyu Guo, Analytic Hilbert Modules,π-Chapman&Hall/CRC Research Notes in Math. 433,2003.

个人主页👫🏻🧜🏽‍♂️：https://faculty.fudan.edu.cn/guokunyu/zh_CN/