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Mouron, Chris - Department of Mathematics and Computer Science, Rhodes College
EXPANSIVE HOMEOMORPHISMS AND PLANE SEPARATING CHRISTOPHER MOURON
Topology and its Applications 126 (2002) 1328 www.elsevier.com/locate/topol
TREE-LIKE CONTINUA THAT ADMIT POSITIVE ENTROPY HOMEOMORPHISMS ARE NON-SUSLINEAN
CONTINUA THAT ADMIT EXPANSIVE Zn+1 ACTIONS BUT NOT
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
AN ARC-LIKE CONTINUUM THAT ADMITS A HOMEOMORPHISM WITH ENTROPY FOR ANY GIVEN VALUE
Topology and its Applications 154 (2007) 894907 www.elsevier.com/locate/topol
POSITIVE ENTROPY HOMEOMORPHISMS OF CHAINABLE CONTINUA AND INDECOMPOSABLE SUBCONTINUA
Houston Journal of Mathematics c 2003 University of Houston
The topology of continua that are approximated by disjoint subcontinua.
PROCEEDINGS Volume 27, No. 2, 2003
ENTROPY ON COLLECTIONS OF INFINITE WORDS AND THE EXISTENCE OF BINARY TREES
HEREDITARILY INDECOMPOSABLE COMPACTA DO NOT ADMIT EXPANSIVE HOMEOMORPHISMS
