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- Hamiltonian and Symplectic Symmetries: an Introduction
- Connecting Information Geometry and Geometric Mechanics
- Symplectomorphism Group of Rational 4-Manifolds
- Classical Mechanics and Symplectic Geometry
- Moment Maps, Symplectomorphism Groups and Compatible Complex Structures
- Introduction to Symplectic and Hamiltonian Geometry Notes for A
- Symplectic Diffeomorphisms As Isometries of Hofer's Norm
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- LECTURE 6: GEOMETRY of HAMILTONIAN SYSTEMS Contents
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- Liouville's Theorem (Hamiltonian)
- THE VERY, VERY BASICS of HAMILTONIAN ACTIONS on SYMPLECTIC MANIFOLDS Notational Notes 1 1. Smooth Group Actions 2 2. Symplectic
- Symplectomorphism Groups of Non-Compact Manifolds, Orbifold
- Symplectormophism Groups of Non-Compact Manifolds, Orbifold Balls, and a Space of Lagrangians Richard Hind, Martin Pinsonnault, and Weiwei Wu
- The L2 Geometry of the Symplectomorphism Group
- Density of Thin Film Billiard Reflection Pseudogroup in Hamiltonian
- Density of Thin Film Billiard Reflection Pseudogroup in Hamiltonian
- Introduction to Symplectic Geometry Homework 3 (1
- Symplectic Theory of Completely Integrable Hamiltonian Systems
- A Symplectic Prolegomenon 417
- Exotic Symplectomorphisms and Contact Circle Actions
- Density of Thin Film Planar Billiard Reflection Pseudogroup In
- Math 257A: Intro to Symplectic Geometry with Umut Varolgunes
- The Geometry of the Group of Symplectic Diffeomorphisms
- Symplectomorphism Groups of Weighted Projective Spaces and Related Embedding Spaces
- Symplectic and Poisson Manifolds Harry Smith
- Topology of Symplectomorphism Groups and Ball-Swappings
- SYMPLECTIC GEOMETRY, LECTURE 3 1. Symplectic Manifolds Let (M,Ω) Be a Symplectic Manifold, I.E. a Smooth Manifo
- Deformed Hamiltonian Vector Fields and Lagrangian Fibrations
- Vladimir Igorevich Arnold and the Invention of Symplectic Topology
- Topology of Symplectomorphism Groups of Rational Ruled Surfaces
- Topology of Symplectomorphism Groups and Ball-Swappings
- Chairman: L. Lerman 9.00-9.25 Gorodetski A. Generalizations of The
- An Introduction to Lie Groups and Symplectic Geometry
- Diffeomorphisms That Are Symplectomorphisms
- Hamiltonian Mechanics and Symplectic Geometry
- MATH 257A Symplectic Geometry
- Introduction to Symplectic and Hamiltonian Geometry
- A Survey of the Topological Properties of Symplectomorphism Groups
- Classical Integrable Systems and Linear Flow on Tori Gus Schrader