Hein, Doris
[M] School of Mathematics
Field of Study: Symplectic Geometry
Research Description: Doris Hein is working in symplectic geometry and its applications in Hamiltonian dynamics. She plans to study the existence of infinitely many periodic orbits of Hamiltonian systems and to apply similar tools to periodic orbits of Reeb flow on contact manifolds.
Home Institution: University of California, Santa Cruz
Funding provided by the National Science Foundation
| Type | Affiliation | Start Date | End Date |
|---|---|---|---|
| [M] | Math | 9/1/2012 | current |