Shira Tanny

Sundays, 10:10-12:00 at Zoom (for a link send me an email)

Schedule

7.03.2021	Yaniv Ganor	The h-principle in topology and symplectic geometry I
14.03.2021	Yaniv Ganor	The h-principle in topology and symplectic geometry II
21.03.2021	Yaniv Ganor	The h-principle in topology and symplectic geometry III
28.03.2021	NO SEMINAR	(Passover break)
04.04.2021	NO SEMINAR	(Passover break)
11.04.2021	Pazit Haim-Kislev	Symplectic capacities and Viterbo's conjecture - A survey.
18.04.2021	Arnon Chor	Capacities, Minkowski billiards, and the Mahler conjecture.
25.04.2021	Itamar Rosenfeld Rauch	On the Hofer Girth of the Sphere of Great Circles.
02.05.2021	Shira Tanny	Convexity, dynamical convexity and the Ruelle invariant.
09.05.2021	Ood Shabtai	Approximate representations of Hamiltonian diffeomorphisms via quantization.
16.05.2021	NO SEMINAR	(Shavu'ot break)
23.05.2021	Maksim Stokić	Quantitative h-principle and flexibility of isotropic curves in contact manifolds.
30.05.2021	Ofir Karin	Approximation of Generating Function Barcode for Hamiltonian Diffeomorphisms.
06.06.2021	Louis Ioos	Seiberg-Witten invariants for the impatient.
??.06.2021	Leonid Vishnevsky	Conjugate Points of L^2-Geodesics on the Group of Hamiltonian Diffeomorphisms.

Yaniv Ganor The h-principle in topology and symplectic geometry - Lecture I .
Links: Zoom recording, boards and Shira's notes.
Yaniv Ganor The h-principle in topology and symplectic geometry - Lecture II .
Links: Zoom recording, boards and Shira's notes.
Yaniv Ganor The h-principle in topology and symplectic geometry - Lecture III .
Links: Zoom recording and Shira's notes.
Arnon Chor Capacities, Minkowski billiards, and the Mahler conjecture .
Links: Zoom recording and boards.
Shira Tanny Convexity, dynamical convexity and the Ruelle invariant. .
Links: Zoom recording and notes.
Maksim Stokić Quantitative h-principle and flexibility of isotropic curves in contact manifolds. .
Links: Zoom recording and slides.
Louis Ioos Seiberg-Witten invariants for the impatient. .
Links: Zoom recording.