A topological introduction to knot contact homology
L Ng - Contact and symplectic topology, 2014 - Springer
This article is intended to serve as a general introduction to the subject of knot contact
homology. There are two related sides to the theory: a geometric side devoted to the contact …
homology. There are two related sides to the theory: a geometric side devoted to the contact …
[PDF][PDF] Invariants of knots, embeddings and immersions via contact geometry
A Fermé - 2017 - ferme-antoine.perso.math.cnrs.fr
Let M be a smooth closed manifold of dimension m. Then its cotangent bundle T∗ M has a
natural exact symplectic structure ω= dλ coming from the Liouville 1-form λ on T∗ M. Recall …
natural exact symplectic structure ω= dλ coming from the Liouville 1-form λ on T∗ M. Recall …