The one-point countable compactification of curve spaces and arc spaces
Lavallee, Lorraine D. (1965)
Portugaliae mathematica
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Lavallee, Lorraine D. (1965)
Portugaliae mathematica
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Joseph Martin (1966)
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Robert Moore (1923)
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The purpose of this article is to prove: Theorem: Suppose that, in a given three dimensional space S, ABCD is a rectangle and G is a self-compact set of simple continuous arcs such that: 1. through each point of ABCD there is just one arc of G, 2. BC and AD are arcs of G, 3. no two arcs of G have a point in common, 4. each arc of G has one endpoint on the interval AB and one endpoint on the interval CD but contains no other point in common with either of these intervals, 5. the set of...
Hanna Patkowska (1963)
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R. Bing (1959)
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T. Benton (1930)
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Lucille Whyburn (1937)
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W. Ayres (1928)
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