Difference between revisions of "Pseudo-arc"
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| − | [https://staff.fnwi.uva.nl/j.vanmill/papers/papers2015/pseudoarc.pdf A Note on an Unusual Characterization of the Pseudo-arc by Jan Van Mill] | + | [https://staff.fnwi.uva.nl/j.vanmill/papers/papers2015/pseudoarc.pdf A Note on an Unusual Characterization of the Pseudo-arc by Jan Van Mill]<br /> |
[http://topology.auburn.edu/pm/pseudodraw.pdf Drawing the pseudo-arc by Wayne Lewis and Piotr Minc] | [http://topology.auburn.edu/pm/pseudodraw.pdf Drawing the pseudo-arc by Wayne Lewis and Piotr Minc] | ||
Revision as of 17:17, 4 October 2014
The pseudo-arc is the only hereditarily indecomposable chainable continuum.
Properties
Theorem: The property of being a pseudo-arc is a Whitney property.
Proof: █
Theorem: The property of being a pseudo-arc is a sequential strong Whitney-reversible property.
Proof: █
References
A Note on an Unusual Characterization of the Pseudo-arc by Jan Van Mill
Drawing the pseudo-arc by Wayne Lewis and Piotr Minc
