AbstractWe study the Gromov invariants of the total space W of a symplectic fibration π:W→M, where (M,ω) is a symplectic 4-manifold and the fiber is equal to S2. We find a relation between the Gromov invariants of W and those of M, for the homology classes  such that π(Â)≠0. As an application we construct infinitely many symplectic structures on W for M=E(n), the simply connected minimal elliptic surface
Since their introduction in 1994, the Seiberg-Witten invariants have becomeone of the main tools use...
31 pages, 8 figuresWe first present the construction of the moduli space of real pseudo-holomorphic ...
International audienceLet F be a differentiable manifold endowed with an almost Kähler structure (J,...
AbstractWe study the Gromov invariants of the total space W of a symplectic fibration π:W→M, where (...
The main focus of this thesis is on the Gromov--Witten theory of general symplectic manifolds. Mohan...
Simon Donaldson and Ivan Smith recently studied symplectic surfaces in sym-plectic 4–manifolds X by ...
An application of Gromov-Witten invariants is that they distinguish the deformation types of symplec...
42 pages, notes of lectures given at IPAM, Los AngelesThis text is a set of lecture notes for a seri...
We continue our program initiated in [1] to consider supersymmetric surface operators in a topologic...
Simon Donaldson and Ivan Smith recently studied symplectic surfaces in sym-plectic 4{manifolds X by ...
Given a closed orientable Lagrangian surface L in a closed symplectic four-manifold (X,ω) together w...
AbstractAccording to Taubes, the Gromov invariants of a symplectic four-manifold X with b+>1 satisfy...
revised version These notes combine material from short lecture courses given in Paris, France, in J...
In this thesis, we solve for (equivariant) Gromov-Witten theories of some important classes of surfa...
31 pages, 1 figure. Version 2: minor changes, typographical correctionsGiven a closed symplectic 4-m...
Since their introduction in 1994, the Seiberg-Witten invariants have becomeone of the main tools use...
31 pages, 8 figuresWe first present the construction of the moduli space of real pseudo-holomorphic ...
International audienceLet F be a differentiable manifold endowed with an almost Kähler structure (J,...
AbstractWe study the Gromov invariants of the total space W of a symplectic fibration π:W→M, where (...
The main focus of this thesis is on the Gromov--Witten theory of general symplectic manifolds. Mohan...
Simon Donaldson and Ivan Smith recently studied symplectic surfaces in sym-plectic 4–manifolds X by ...
An application of Gromov-Witten invariants is that they distinguish the deformation types of symplec...
42 pages, notes of lectures given at IPAM, Los AngelesThis text is a set of lecture notes for a seri...
We continue our program initiated in [1] to consider supersymmetric surface operators in a topologic...
Simon Donaldson and Ivan Smith recently studied symplectic surfaces in sym-plectic 4{manifolds X by ...
Given a closed orientable Lagrangian surface L in a closed symplectic four-manifold (X,ω) together w...
AbstractAccording to Taubes, the Gromov invariants of a symplectic four-manifold X with b+>1 satisfy...
revised version These notes combine material from short lecture courses given in Paris, France, in J...
In this thesis, we solve for (equivariant) Gromov-Witten theories of some important classes of surfa...
31 pages, 1 figure. Version 2: minor changes, typographical correctionsGiven a closed symplectic 4-m...
Since their introduction in 1994, the Seiberg-Witten invariants have becomeone of the main tools use...
31 pages, 8 figuresWe first present the construction of the moduli space of real pseudo-holomorphic ...
International audienceLet F be a differentiable manifold endowed with an almost Kähler structure (J,...
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