1. Area of research:
I work on representation theory and geometry of Lie groups and algebraic groups, using tools from differential geometry, algebraic geometry, and topology. In recent years, I have worked on problems from Poisson geometry of homogeneous spaces, geometry and combinatorics of orbits of symmetric subgroups on the flag variety, the complex Gelfand-Zeitlin system on the Lie algebra of matrices, and degenerations of the cup product on the cohomology of the flag variety of a compact Lie group.
2. Keywords
3. Current PhD students
4. Former PhD students
5. Postdocs mentored