Continuous selections of finite-set valued mappings
Libor Veselý (1991)
Czechoslovak Mathematical Journal
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Displaying similar documents to “Relations approximated by continuous functions in the Vietoris topology”
Continuous selections of finite-set valued mappings
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Let X be an infinite, locally connected, locally compact separable metrizable space. The space C(X) of real-valued continuous functions defined on X with the compact-open topology is a separable Fréchet space, so it is homeomorphic to the psuedo-interior s = (−1, 1)ℕ of the Hilbert cube Q = [−1, 1]ℕ. In this paper, generalizing the Sakai-Uehara’s result to the non-compact case, we construct a natural compactification (X) of C(X) such that the pair ( (X), C(X)) is homeomorphic to (Q,...
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