3 citations · 4 across the 3 of their papers we have counts for
3 papers
math.RA2026
Kronecker differences
Keegan Doig Anderson, Yorick Hardy, Bertin Zinsou
Over the real numbers, the Kronecker sum is the unique operation on matrices which exponentiates to the Kronecker product. Kronecker quotients provide an algebraic view of decompos…
math.DS2022★ 1 cited
Dynamics of a Rotated Orthogonal Gravitational Wedge Billiard
K. D. Anderson
We investigate a rotated, orthogonal gravitational wedge billiard - a special case of the asymmetric wedge billiard - in which the dynamics are integrable. We derive equations and…
nlin.CD2020★ 3 cited
Computational study of the dynamics of an asymmetric wedge billiard
K. D. Anderson, C. M. Villet
We introduce the asymmetric wedge billiard as a generalization of the wedge billiard first introduced and studied by Lehtihet and Miller in 1986.