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Stephen Wiggins
Computational Method for Phase Space Transport with Applications to Lobe Dynamics and Rate of Escape
Revealing the Phase Space Structure of Hamiltonian Systems Using the Action
Arxiv:2107.08429V1 [Math.DS] 18 Jul 2021
Strong Flows of Dilute Suspensions of Microstructure Andrew J
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Traditional Knowledge | New Ideas | a Better World
Approximating the Stance Map of a 2-DOF Monoped Runner
University of Groningen Phase Space Conduits for Reaction in Multidimensional Systems Waalkens, Holger; Burbanks, Andrew; Wiggin
Roaming at Constant Kinetic Energy: Chesnavich's Model and the Hamiltonian Isokinetic Thermostat
Ordinary Differential Equations
Phase Space Barriers and Dividing Surfaces in the Absence of Critical Points of the Potential Energy: Application to Roaming in Ozone Frédéric A
Detecting Reactive Islands in a System-Bath Model of Isomerization
Arxiv:1206.3929V1 [Math-Ph]
Notices of the American Mathematical Society Is Everything Other Than Meetings and Publications
Title Statement of Responsibility a Computational Introduction to Number Theory and Algebra Victor Shoup
Predicting Trajectory Behaviour Via Machine-Learned Invariant Manifolds. Unpublished
Optimal Transport Over Nonlinear Systems Via Infinitesimal Generators on Graphs
Phys. Rev. E 86 , 056218
Top View
Revealing Roaming on the Double Morse Potential Energy Surface with Lagrangian Descriptors
Katsanikas, M., & Wiggins, S. (2018). Phase Space Structure And
Jezabel Curbelo
Hamiltonian Pitchfork Bifurcation in Transition
Arxiv:2006.15611V2 [Nlin.CD] 21 Dec 2020
Using Lagrangian Descriptors to Uncover Invariant Structures in Chesnavich's Isokinetic Model with Application to Roaming
Phase Space Barriers and Dividing Surfaces in the Absence of Critical Points of the Potential Energy: Application to Roaming in Ozone
Predicting Trajectory Behaviour Via Machine-Learned Invariant Manifolds Arxiv:2107.10154V1 [Physics.Chem-Ph] 21 Jul 2021
The End of the Law
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