Periodic Orbits in Hamiltonian Dynamics - Doris Hein
Non-contractible periodic orbits in Hamiltonian dynamics [1] - Basak Gurel
Non-contractible periodic orbits in Hamiltonian dynamics on tori - Ryuma Orita
Non-contractible periodic orbits in Hamiltonian dynamics [2] - Basak Gurel
Stability of Periodic Orbits | Floquet Theory | Stable & Unstable Invariant Manifolds | Lecture 21
Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [3] - Viktor Ginzburg
Action-Angle Variables in Hamiltonian Systems | Visualizing Tori & Spheres in N Dimensions | Lect 10
Periodic Orbits and Birkhoff Sections of Stable Hamiltonian Structures - Robert Cardona
Hamiltonian pitchfork bifurcation of a periodic orbit using Lagrangian descriptors
Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [2] - Viktor Ginzburg
Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [1] - Viktor Ginzburg
How to Find Periodic Orbits and Exotic Symplectic Manifolds - Mark McLean
Separatrix Splitting Leads to Chaos via Homoclinic Tangle | Forced Double-Well Oscillator Example
Hamiltonian Systems
Data-Driven Stabilization of Periodic Orbits | Video Abstracts
Mini-course: Symplectic Topology and Celestial Mechanics - Umberto Hryniewicz
Tutorial: KAM theory and the stability of the Solar System
Nonlinear Dynamics: Unstable Periodic Orbits
Plenaria - Umberto Hryniewicz
Poincaré Podcast #15 - Marian Gidea
![Non-contractible periodic orbits in Hamiltonian dynamics [1] - Basak Gurel](https://img.youtube.com/vi/PdwrFy0iJGc/0.jpg)
![Non-contractible periodic orbits in Hamiltonian dynamics [2] - Basak Gurel](https://img.youtube.com/vi/vZiEsl4IVBs/0.jpg)
![Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [3] - Viktor Ginzburg](https://img.youtube.com/vi/KPeUkBhdfBM/0.jpg)
![Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [2] - Viktor Ginzburg](https://img.youtube.com/vi/gFZDvKuGTEI/0.jpg)
![Periodic Points of Hamiltonian Systems: the Conley Conjecture and Beyond [1] - Viktor Ginzburg](https://img.youtube.com/vi/hwzHxKBvJTw/0.jpg)
