Pazit Haim-Kislev
Pazit Haim-Kislev
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I am a postdoc at the Institute for Advanced Study.
Previously, I was a Ph.D. student at Tel-Aviv University working under the supervision of Shiri Artstein-Avidan and Yaron Ostrover.
I am co-organizing the Symplectic Zoominar and the IAS "What is...?" seminar.
My research interests are symplectic geometry, convex geometry, and their interactions.
I am especially interested in symplectic capacities and questions related to symplectic embeddings.
Publications and preprints
Publications and preprints
On symplectic measurements of convex domains. To appear in the Current Developments in Mathematics book series (2025).
A Counterexample to Viterbo's Conjecture. Joint with Yaron Ostrover. To appear in Annals of Mathematics.
Quantitative Results on Symplectic Barriers. Joint with Richard Hind and Yaron Ostrover. Journal of the London Mathematical Society (2025).
Symplectic invariants and convex bodies. PhD Thesis (2024).
Pseudo-holomorphic triangles and the median quasi-state. Joint with Michael Khanevsky, Asaf Kislev and Daniel Rosen. Preprint arXiv:2403.12248 (2024).
On the Existence of Symplectic Barriers. Joint with Richard Hind and Yaron Ostrover. Selecta Mathematica (2024).
Approximation of Generating Function Barcode for Hamiltonian Diffeomorphisms. Joint with Ofir Karin. Foundations of Computational Mathematics (2023).
Remarks on symplectic capacities of p-products. Joint with Yaron Ostrover. International Journal of Mathematics (2023).
Isobarycentric Inequalities. Joint with Shoni Gilboa and Boaz Slomka. International Mathematics Research Notices (2022).
On the symplectic size of convex polytopes. Geometric and Functional Analysis (2019).
The EHZ capacity of cubes and simplices. MSc thesis (2019).
Some pervious talks available online
Some pervious talks available online
On symplectic measurements of convex domains on Current Developments in Mathematics 2025.
A counterexample to Viterbo's conjecture on Systolic and Diastolic Geometry.
Insights and Challenges in Symplectic Capacities on IAS short talks by postdoctoral members.
On the existence of symplectic barriers on the Geometria em Lisboa seminar.
On the existence of symplectic barriers on the IAS/PU symplectic geometry seminar.
On the existence of symplectic barriers on the Workshop: Mathematical Billiards: At the Crossroads of Dynamics, Geometry, Analysis, and Mathematical Physics.
Symplectic capacities of p-products on the Symplectic Zoominar.
Other
Other
This GitHub project includes my implementation for calculating the EHZ capacity of a polytope in Matlab using the formula from here.
This NSF Highlights article and this blog post by Gil Kalai cover our work on Viterbo's conjecture.
Email: {First name}{Last name(with no "-")} at gmail dot com
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