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Fluctuation extremals near normally hyperbolic invariant manifolds reveal a surprising structure that challenges existing assumptions about zero-energy sections in Hamiltonian systems.
The ground-state energy ordering derived from different potential energy surface constructions reveals critical insights into the limitations of traditional quantum mechanical approximations.
Activating an out-of-plane degree of freedom in a 3-DoF model reveals that even weak coupling can significantly alter reaction dynamics, enhancing roaming behavior.
A transverse-stiffness ridge can cut inner capture rates dramatically while redistributing roaming reactions outward, revealing a deep entropic bottleneck's critical role in reaction dynamics.
Quantum scrambling, typically viewed through the lens of complex dynamics, can be understood via a surprisingly simple sum over unstable periodic orbits on a Normally Hyperbolic Invariant Manifold.
