4 citations · 5 across the 4 of their papers we have counts for
Showing math.DSShow all
3 papers · 1 filter
math.DS2022★ 1 cited
Dynamics of the no-slip Galton board
Jan Ahmed, Timothy Chumley, Scott Cook +5
The ideal Galton board and Lorentz gas billiard models have been studied numerically and analytically primarily in settings where friction and rotational velocity are neglected. We…
math.DS2016
Stability of periodic orbits in no-slip billiards
Christopher Cox, Renato Feres, Hong-Kun Zhang
Rigid bodies collision maps in dimension two, under a natural set of physical requirements, can be classified into two types: the standard specular reflection map and a second whic…
math.DS2015★ 4 cited
Differential Geometry of Rigid Bodies Collisions and Non-standard Billiards
Christopher Cox, Renato Feres, Will Ward
The configuration manifold of a mechanical system consisting of two unconstrained rigid bodies in , , is a manifold with boundary (typically with singula…