Solvable Chaos
B. Grammaticos, A. Ramani (CPT), C.-M. Viallet (LPTHE)
TL;DR
This paper introduces classes of discrete reversible systems that are both chaotic and solvable, providing new insights into the coexistence of chaos and solvability in dynamical systems.
Contribution
The paper identifies and characterizes classes of discrete reversible systems that exhibit both chaos and solvability, a novel combination in dynamical systems theory.
Findings
Systems are both chaotic and solvable
Reversible discrete systems can exhibit solvable chaos
New classes of systems with these properties are described
Abstract
We present classes of discrete reversible systems which are at the same time chaotic and solvable.
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