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Contact geometry
Lagrangian Intersections in Contact Geometry (First Draft)
Contact Geometry
Symplectic and Contact Geometry and Hamiltonian Dynamics
Contact 3-Manifolds Twenty Years Since J. Martinet's Work
Arxiv:2011.05579V2 [Math-Ph] 22 Feb 2021 5.3
Contact Geometry Caleb Jonker
91. Sub-Riemannian Curvature in Contact Geometry. J. Geom. Anal
Contact Structures of Partial Differential Equations
Introduction to Symplectic and Contact Geometry
Contact Hamiltonian Systems with Nonholonomic Constraints
1 Facets of Contact Geometry
What Are Symmetries of Nonlinear Pdes and What Are They Themselves?
Monge-Amp`Ere Equations Viewed from Contact
Arxiv:1611.10035V2 [Math.DS]
7D Supersymmetric Yang-Mills Theory on Toric and Hypertoric Manifolds
Contact Hamiltonian Description of 1D Frictional Systems
Symplectic and Contact Geometry with Complex Manifolds
Differential Geometry 2 Andreasˇcap
Top View
Higher Contact Geometry and L Algebras
Symplectic/Contact Geometry Related to Bayesian Statistics †
Foliations and Contact Structures
Contact Geometry: from Dimension Three to Higher Dimensions
CONTACT GEOMETRY and TOPOLOGY Two General Remarks
Contact Variational Integrators Arxiv:1902.00436V4 [Math.NA]
Contact Hamiltonian Dynamics: the Concept and Its Use
Notes for Math 599: Contact Geometry 1.1
Geometry of Contact Transformations and Domains: Orderability Versus Squeezing
Examples from Symplectic and Contact Geometry
ORBIT GROWTH of CONTACT STRUCTURES AFTER SURGERY Patrick Foulon, Boris Hasselblatt, Anne Vaugon
Topological Methods in 3–Dimensional Contact Geometry
Discrete Contact Geometry
Geometry of Partial Differential Equations
Arxiv:1805.08548V2 [Math.AG] 25 Feb 2019
Contact Hamiltonian Dynamics: Variational Principles, Invariants, Completeness and Periodic Behavior∗
Alexei G. Kushner THREE LECTURES on CONTACT
A $ K $-Contact Lagrangian Formulation for Nonconservative
1. Contact Geometry and Dynamics
Conformal Euler-Lagrange Mechanical Equations on Contact 5- Manifolds
RESEARCH STATEMENT My Research Lies in the General
Einstein Manifolds and Contact Geometry 1
FOLIATIONS, CONTACT STRUCTURES and THEIR INTERACTIONS in DIMENSION THREE Vincent Colin, Ko Honda
Contact Geometry and 3-Manifolds
An Introduction to Contact Geometry and Topology
CONTACT GEOMETRY in ELECTROMAGNETISM M. Dahl
Geometry of Contact Toric Manifolds in 3D
Contact Geometry of the Visual Cortex