3 problems

Let $S$ be a compact complex surface in class $VII_0$, and let $\mathcal T(S)=]a,b[$, with $-\infty\leq a$ and $b<0$, be the moduli space of locally conformally symplectic structur…

Reeb 1-curve conjecture. The manifold $M$ has a Reeb 1-curve.

Locally conformally symplectic non-squeezing conjecture. If $R\geq 1$, there is no compactly supported Hamiltonian lcs map