Tara S. Holm
Symplectic geometry; momentum maps; toric varieties
Current Research Interest
Symplectic geometry and its connections with algebraic geometry, algebraic topology, and combinatorics; symplectic capacities of toric varieties; equivariant topology of symplectic manifolds
American Mathematical Society Fellow
Institute for Advanced Study von Neumann Fellow
Balliol College (University of Oxford) Oliver Smithies Lecturer and Visiting Fellow
Cornell University Mathematics Department Teaching Award for Senior Faculty
Holm, Tara S. and Yael Karshon. “The Morse-Bott-Kirwan Condition is Local.” Research in the Mathematical Sciences 3, no. 25 (2016).
Holm, Tara S. and Ana Rita Pires. “The Fundamental Group and Betti Numbers of Toric Origami Manifolds.” Algebraic and Geometric Topology 15, no. 4 (2015): 2393–2425.
Cornell Research Website Article
Shapes, Floppy and Squeezable