3 problems

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The boundary-value conjecture for LCS structures and Green functions
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…
Conjectureopenclass-vii-surfaces complex-surfaces locally-conformally-symplectic-geometryarXiv posted 2 days ago
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Reeb 1-curve conjecture for closed exact lcs four-manifolds
Reeb 1-curve conjecture. The manifold $M$ has a Reeb 1-curve.
Conjectureopenlocally-conformally-symplectic-geometry reeb-dynamicsarXiv posted 2 days ago
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Locally conformally symplectic non-squeezing conjecture
Locally conformally symplectic non-squeezing conjecture. If $R\geq 1$ , there is no compactly supported Hamiltonian lcs map
Conjectureopenlocally-conformally-symplectic-geometry non-squeezing symplectic-geometryarXiv posted 2 days ago

The boundary-value conjecture for LCS structures and Green functions