Whitney maps-a non-metric case
Volume 83 / 2000
Colloquium Mathematicum 83 (2000), 305-307
DOI: 10.4064/cm-83-2-305-307
Abstract
It is shown that there is no Whitney map on the hyperspace $2^X$ for non-metrizable Hausdorff compact spaces X. Examples are presented of non-metrizable continua X which admit and ones which do not admit a Whitney map for C(X).
