I received my BEng degree in applied physics from Hokkaido University in Japan, where my thesis focused on the structures of scale-free networks with fractal properties. Subsequently, I completed my MSc in mathematics at Queen Mary University of London under the supervision of Professor Ginestra Bianconi. In my MSc dissertation, I examined the mathematical modeling of node dynamics in higher-order networks with triadic interactions in which nodes can regulate edges.
At DNDS, I primarily work on the topological and spectral properties of physical networks, i.e., networks whose nodes and edges are embedded in three-dimensional space under some physical constraints. I am particularly interested in the emergence of topological entanglements and the spectra of physical Laplacians.