summary:In this note we construct examples of closed connected Legendrian submanifolds in high dimensional contact vector space that admit an arbitrary finite number of topologically distinct infinite families of diffeomorphic, but not Hamiltonian isotopic exact Lagrangian fillings
We explore the construction of Legendrian spheres in contact manifolds of any dimension. Two constru...
We show that the minimal symplectic area of Lagrangian submanifolds are universally bounded in sympl...
Let be a contact form on a manifoldM, and L M a closed Legendrian submanifold. I prove that L inters...
summary:In this note we construct examples of closed connected Legendrian submanifolds in high dimen...
In this short note we discuss high-dimensional examples of Legendrian submanifolds of the standard c...
International audienceWe derive constraints on Lagrangian concordances from Legendrian submanifolds ...
International audienceWe provide in this note two relevant examples of Lagrangian cobordisms. The fi...
We establish an h-principle for exact Lagrangian embeddings with concave Legendrian boundary. We pro...
Abstract. The technique of generating families produces obstructions to the existence of embedded La...
We present the first examples of elements in the fundamental group of the space of Legendrian links ...
We study the following rigidity problem in symplectic geometry: can one displace a Lagrangian subman...
When a Legendrian sub manifold admits a generating family (GF), Sabloff and Traynor proved that ther...
In the symplectization of standard contact 33-space, R×R3ℝℝ3, it is known that an orientable Lagrang...
We investigate the interactions between the Legendrian satellite construction and the existence of e...
Abstract. We construct infinitely many Legendrian links in the stan-dard contact R3 with arbitrarily...
We explore the construction of Legendrian spheres in contact manifolds of any dimension. Two constru...
We show that the minimal symplectic area of Lagrangian submanifolds are universally bounded in sympl...
Let be a contact form on a manifoldM, and L M a closed Legendrian submanifold. I prove that L inters...
summary:In this note we construct examples of closed connected Legendrian submanifolds in high dimen...
In this short note we discuss high-dimensional examples of Legendrian submanifolds of the standard c...
International audienceWe derive constraints on Lagrangian concordances from Legendrian submanifolds ...
International audienceWe provide in this note two relevant examples of Lagrangian cobordisms. The fi...
We establish an h-principle for exact Lagrangian embeddings with concave Legendrian boundary. We pro...
Abstract. The technique of generating families produces obstructions to the existence of embedded La...
We present the first examples of elements in the fundamental group of the space of Legendrian links ...
We study the following rigidity problem in symplectic geometry: can one displace a Lagrangian subman...
When a Legendrian sub manifold admits a generating family (GF), Sabloff and Traynor proved that ther...
In the symplectization of standard contact 33-space, R×R3ℝℝ3, it is known that an orientable Lagrang...
We investigate the interactions between the Legendrian satellite construction and the existence of e...
Abstract. We construct infinitely many Legendrian links in the stan-dard contact R3 with arbitrarily...
We explore the construction of Legendrian spheres in contact manifolds of any dimension. Two constru...
We show that the minimal symplectic area of Lagrangian submanifolds are universally bounded in sympl...
Let be a contact form on a manifoldM, and L M a closed Legendrian submanifold. I prove that L inters...