Pazit Haim-Kislev

Papers and Preprints

• Symplectic invariants and convex bodies. PhD Thesis (2024).

• A Counterexample to Viterbo's Conjecture.  Joint with Yaron Ostrover. Preprint arXiv:2405.16513 (2024).

• Quantitative Results on Symplectic Barriers.  Joint with Richard Hind and Yaron Ostrover. Preprint arXiv:2404.19396 (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

• Symplectic capacities of p-products on the Symplectic Zoominar.

• An isobarycentric problem on the Online AGA Seminar.

• On the existence of symplectic barriers on the Workshop: Mathematical Billiards: At the Crossroads of Dynamics, Geometry, Analysis, and Mathematical Physics.

• On the existence of symplectic barriers on the IAS/PU symplectic geometry seminar.

• On the existence of symplectic barriers on the Geometria em Lisboa seminar.

• Insights and Challenges in Symplectic Capacities on IAS short talks by postdoctoral members.

Code

This GitHub project includes my implementation for calculating the EHZ capacity of a polytope in Matlab using the formula from here.

Email: {First name}{Last name(with no "-")} at gmail dot com