Thursday, May 14, 2015
Harmony completed her Master's thesis on Uniform Mixing on Caley Graphs over Z3d under the supervision of Professor Chris Godsil. Her work, which lies in the intersection of algebraic graph theory and quantum information theory, focuses on continuous-time quantum walks on graphs. She has written three research articles on uniform mixing on Caley graphs, perfect state transfer in Laplacian quantum walks, and complex equiangular tight frames, and is preparing a fourth paper.
Harmony is now pursuing Ph.D. studies in the C&O department.