C. J. P. Johansson - G. Mescolini
Topological entropy is generically infinite for non-Lipschitz velocity fields
preprint
Inserted: 8 apr 2026
Last Updated: 13 apr 2026
Year: 2026
Abstract:
We prove that for any Osgood non-Lipschitz modulus of continuity $ω$, flow maps associated with time-periodic $ω$-continuous velocity fields generically (in the sense of Baire) have infinite topological entropy.