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Uniqueness conjecture for homogeneous quasi-morphisms on Hamiltonian groups of complete Liouville manifolds
Let $M$ be a complete Liouville manifold, and consider its Hamiltonian group or its universal cover. A homogeneous quasi-morphism is a quasi-morphism $u$ satisfying…
Conjectureopenliouville-manifolds quasi-morphisms symplectic-geometryarXiv posted 2 days ago
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The AL-structure characterization conjecture via normally hyperbolic skeleta
Let $(V,\d7omega,\d7lambda)$ be a $4$ -dimensional finite type Liouville manifold. Its skeleton $\d7\mathfrak{skel}$ is the set used in the source, and the Liouville flow is the flo…
Conjectureopenanosov-flows liouville-manifolds symplectic-geometryarXiv posted 2 days ago

Uniqueness conjecture for homogeneous quasi-morphisms on Hamiltonian groups of complete Liouville manifolds