Past Member
Viktor Ginzburg
Affiliation
Mathematics
Field of study
Symplectic Geometry, Symplectic Topology, Dynamical Systems
From
–
Viktor Ginzburg’s current work focuses on the existence (or nonexistence) of periodic orbits of general Hamiltonian systems, looked at from a symplectic topological perspective; the use of symplectic topological methods to study more specific systems; and the symplectic topology of coisotropic submanifolds.
Visits
Member
School of Mathematics
–
Fall
Degrees
University of California, Berk
Ph.D.
1990