Summer Conference on Topology and Its Applications

Document Type

Topology + Dynamics and Continuum Theory

Publication Date


Publication Source

32nd Summer Conference on Topology and Its Applications


The second symmetric product of a continuum X, F2(X), is the hyperspace consisting of all nonempty subsets of X having at most two points. A continuum X has unique hyperspace F2(X) provided that each continuum Y satisfying that F2(X) and F2(Y) are homeomorphic must be homeomorphic to X. In this talk, a new class of dendrites having unique F2(X) will be presented.


This document is available for download with the permission of the presenting author and the organizers of the conference. Permission documentation is on file.

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