My area of research is algebra in more broader sense. More specifically my work deals with symmetrizers associated with irreducible characters of a finite groups and symmetry classes of tensors. My PhD dissertation was on symmetry classes of tensors associated to modular(Brauer) characters of finite groups.
Publications
Symmetry classes of tensors associated with principal indecomposable characters and Osima idempotents (with Randall R. Holmes), Linear and Multilinear Algebra, 2016, Vol 64, No. 4, 574-586.
Orthogonal bases of Brauer symmetry classes of tensors for the dihedral group (with Randall R. Holmes), Linear and Multilinear Algebra, 2013, Vol 61, No. 8, 1136-1147.