Abstract
We give a brief proof of the theorem of P. Le Calvez and J.-C. Yoccoz on the non-existence of a minimal homeomorphism of the finitely punctured plane. The proof here is based on the Conley index.
Citation
John Franks. "The conley index and non-existence of minimal homeomorphisms." Illinois J. Math. 43 (3) 457 - 464, Fall 1999. https://doi.org/10.1215/ijm/1255985102
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