Conjugacy of free mappings embedded in a flow
arXiv:2211.08556
Abstract
In this paper we study free mappings of the plane, that is orientation preserving fixed point free homeomorphisms of . We provide a necessary and sufficient condition under which two free mappings of the plane that are embedded in flows are conjugate to one another using Haefliger-Reeb theory of plane foliations.
18 pages, 5 figures