Add to ORKGDue to a previous result which states that contact varieties are isomorphic to certain varieties, the momentum polytopes of contact manifolds are convex.Comment: 31 pages, 3 figure
We compute the cylindrical contact homology of the links of the simple singularities. These manifold...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 2019Cataloged from...
Ma thèse consiste en une étude des cercles de contact et plus généralement des p-sphères de contact ...
We classify the compact, connected and locally free multiplicity free Hamiltonian U(2)-manifolds who...
We show that ten-dimensional closed simply connected positively curved manifolds with isometric effe...
We give a quantitative refinement of the invariance of the Legendrian contact homology algebra in ge...
Rabinowitz-Floer homology is the Morse-Bott homology in the sense of Floer associated with the Rabin...
We introduce a notion of a homotopy momentum section on a Lie algebroid over a pre-multisymplectic m...
In the early 1980s a landmark result was obtained by Atiyah and independently Guillemin and Sternber...
AbstractThis survey article discusses how the geometry and topology of symplectic reductions at coad...
Given a class of embeddings into a contact or a symplectic manifold, we give a sufficient condition,...
In this note we collect some results on the deformation theory of toric Fano varieties.Comment: 24 p...
We study a family of compact components of totally elliptic representations of the fundamental group...
We propose a generalization of the classical Tulczyjew triple as a geometric tool in Hamiltonian and...
We construct wonderful compactifications of the spaces of linear maps, and symmetric linear maps of ...
We compute the cylindrical contact homology of the links of the simple singularities. These manifold...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 2019Cataloged from...
Ma thèse consiste en une étude des cercles de contact et plus généralement des p-sphères de contact ...
We classify the compact, connected and locally free multiplicity free Hamiltonian U(2)-manifolds who...
We show that ten-dimensional closed simply connected positively curved manifolds with isometric effe...
We give a quantitative refinement of the invariance of the Legendrian contact homology algebra in ge...
Rabinowitz-Floer homology is the Morse-Bott homology in the sense of Floer associated with the Rabin...
We introduce a notion of a homotopy momentum section on a Lie algebroid over a pre-multisymplectic m...
In the early 1980s a landmark result was obtained by Atiyah and independently Guillemin and Sternber...
AbstractThis survey article discusses how the geometry and topology of symplectic reductions at coad...
Given a class of embeddings into a contact or a symplectic manifold, we give a sufficient condition,...
In this note we collect some results on the deformation theory of toric Fano varieties.Comment: 24 p...
We study a family of compact components of totally elliptic representations of the fundamental group...
We propose a generalization of the classical Tulczyjew triple as a geometric tool in Hamiltonian and...
We construct wonderful compactifications of the spaces of linear maps, and symmetric linear maps of ...
We compute the cylindrical contact homology of the links of the simple singularities. These manifold...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 2019Cataloged from...
Ma thèse consiste en une étude des cercles de contact et plus généralement des p-sphères de contact ...