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Integrable complex structure conjecture for Hamiltonian symplectic Fano actions
Let $(Z,\omega)$ be a six-dimensional symplectic Fano manifold with a Hamiltonian $S^1$ -action. An integrable $S^1$ -invariant complex structure compatible with $\omega$ is an integ…
Conjectureopenhamiltonian-actions symplectic-fano-manifolds symplectic-geometryarXiv posted 2 days ago

Integrable complex structure conjecture for Hamiltonian symplectic Fano actions