My main reseaerch interest is symplectic geometry. Symplectic geometry has historical roots in Hamiltonian systems in classical mechanics and has gained recent attention for its connections with various other fields.

I am particularly interested in studying the metric and group structures of the group of Hamiltonian diffeomorphisms, which is one of the transformation groups of a symplectic manifold. Additionally, I research their applications, such as non-displaceable fibers in integrable systems, and I am also interested in applying group-theoretic arguments used to study the group of Hamiltonian diffeomorphisms to other transformation groups like the contact diffeomorphism group and the diffeomorphism group.