Using loops of contactomorphisms generated by vector fields that
are positively transverse to the contact distribution, Eliashberg
and Polterovich introduced the notion of orderability for contact
manifolds. Recent work seems to suggest that the...
The Symplectic Mahler Conjecture for Balanced Convex Domains and Hanner Polytopes
Vinicius Ramos
11:00am|Simonyi Hall 101
A balanced convex domain in $R^n$ is a compact convex set that
is invariant under the $(Z/2)^n$ action which flips the signs of
the coordinates. In this talk, I will explain a construction of a
simple symplectic embedding of a ball of capacity 4...