Symplectic manifolds with contact type boundaries

1991/12/01 by Dusa McDuff · 29 citations
Mathematics · #Geometric and Algebraic Topology #Geometry and complex manifolds #Geometric Analysis and Curvature Flows

paper · doi:10.1007/bf01239530

Cited by

• Infinite ECH Capacities and Anosov Flows
• Examples for nonequivalence of symplectic capacities
• Positive arborealization of polarized Weinstein manifolds
• Plurisubharmonic exhaustion functions and almost complex Stein structures
• Floer homology, symplectic and complex hyperbolicities
• Uniruled symplectic divisors
• Symplectic manifolds with disconnected contact type boundary in dimension 4n
• On the knot types of periodic Reeb orbits of dynamically convex contact forms
• On Weinstein domains in symplectic manifolds
• Graded Contact Geometry and the AKSZ Formalism
• Positive divisors in symplectic geometry
• Strong fillability and the Weinstein conjecture
• On the violation of Thurston-Bennequin inequality for a certain non-convex hypersurface
• Complexifications of Morse functions and the directed Donaldson-Fukaya category
• Pre-Lagrangian tori transverse to an Anosov flow
• Wrapped microlocal sheaves on pairs of pants
• Hamiltonian dynamics on convex symplectic manifolds
• The Monge-Ampère equation on almost complex manifolds
• On symplectic fillings of spinal open book decompositions II:\n Holomorphic curves and classification
• Topologically Distinct Lagrangian and Symplectic Fillings
• A Floer homology for exact contact embeddings
• Constructions of contact forms on products and piecewise fibered\n manifolds
• Convex hypersurface theory in contact topology
• Reduced genus-two Gromov-Witten Invariants for complex manifolds
• Planar open book decompositions and contact structures
• Holomorphic curves in log-symplectic manifolds
• Unknottedness of symplectic submanifold fillings
• Fitting without fittings
• Reeb foliations on S⁵ and contact 5-manifolds violating the Thurston-Bennequin inequality