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- W2055144271 abstract "We prove a selection theorem which characterizes C-spaces among paracompact spaces and give two applications: (1) if f: X → Y is a map between compact spaces with k-dimensional fibres and Y has property C, then f can be approximated by maps with fibres contained in k-dimensional polyhedra; (2) if f: X → Y is an open map with infinite fibres between compact metric spaces, then the map P(f): P(X) → P(Y) between the spaces of probability measures is a trivial Q-bundle, provided that Y has property C." @default.
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- W2055144271 title "A selection theorem for C-spaces" @default.
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