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Adamski, John; Hu, Yunchun; Jiang, Yunping; Wang, Zhe
Proceedings of the American Mathematical Society, August 1, 2022, 2022-8-00, Letnik: 150, Številka: 8Journal Article
Let f and g be two circle endomorphisms of degree d\geq 2 such that each has bounded geometry, preserves the Lebesgue measure, and fixes 1. Let h fixing 1 be the topological conjugacy from f to g. That is, h\circ f=g\circ h. We prove that h is a symmetric circle homeomorphism if and only if h=Id.
