Topology Proceedings
Document # baak-07
Electronic Version 24 Summer (1999) |
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Measures on Cantor Space
Ethan Akin
We construct an uncountable family of topologically distinct measures on the Cantor set. These measures are all rigid, i.e. the identity is the only measure preserving automorphism. On the way to the construction we classify the order isomorphism classes of full, monotonic measures on an ordered Cantor space.
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Topology Proceedings Electronic Version
Copyright © 2001
Nipissing University
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Date published electronically: March 5, 2001.