My research interests are the representations theories of finite symmetric groups and finite association schemes.

For the representation theory of symmetric groups, I mainly focus on the modular representation theory of finite symmetric groups. I want to understand the modules of finite symmetric groups. These modules include the (signed) Young permutation modules, (signed) Young modules, Specht modules, simple modules, and so on.  

For the representation theory of finite association schemes, I mainly focus on the modular adjacency algebras and their modular representations. I want to study the combinatorial properties of finite association schemes by the representation theory of finite-dimensional algebras！