Presents hyperspace fundamentals, offering a basic overview and a
foundation for further study. Topics include the topology for
hyperspaces, examples of geometric models for hyperspaces, 2x and
C(X) for Peano continua X, arcs in hyperspaces, the shape and
contractability of hyperspaces, hyperspaces and the fixed point
property, and Whitney maps. The text contains examples and
exercises throughout, and provides proofs for most results.
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