Jointly periodic points in cellular automata: computer explorations and conjectures
Mike Boyle, Bryant Lee
Abstract
We develop a rather elaborate computer program to investigate the jointly periodic points of one-dimensional cellular automata. The experimental results and mathematical context lead to questions, conjectures and a contextual theorem.
Create a lesson
Related papers
At most exponential growth of periodic orbits for star flows
C. A. Morales, E. Rego, X. Wen
Interconnection of port-Hamiltonian systems is not dynamical
Jonas Kirchhoff
First integrals of dense hard-ball gases
Gleb Smirnov
Existence and Stability of Dancing Equilibria in Asymmetric Kuramoto Networks
Wen Sun, Yu-Qing Wang, Jiu-Gang Dong
Poisson actions of noncompact locally compact sofic groups have completely positive entropy
Zhuowei Liu
Ergodic × p-invariant measures on T2 with no dimension dropping projections
Amir Algom