Spaces of order arcs in hyperspaces
Carl Eberhart, Sam Nadler, William Nowell (1981)
Fundamenta Mathematicae
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Displaying similar documents to “A boundary set for the Hilbert cube containing no arcs”
Spaces of order arcs in hyperspaces
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Sam Nadler (1980)
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The nonexistence of expansive homeomorphisms of dendroids
Hisao Kato (1990)
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Roman Mańka (1990)
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Superextensions of metrizable continua are Hilbert cubes
Jan van Mill (1980)
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On finitely Suslinian continua
E. Tymchatyn (1978)
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Embedding certain compactifications of a half-ray
Sam Nadler, J. Quinn (1973)
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Continua with countable number of arc-components
J. Krasinkiewicz, Piotr Minc (1979)
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Hyperspaces of Peano continua of euclidean spaces
Helma Gladdines, Jan van Mill (1993)
Fundamenta Mathematicae
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If X is a space then L(X) denotes the subspace of C(X) consisting of all Peano (sub)continua. We prove that for n ≥ 3 the space is homeomorphic to , where B denotes the pseudo-boundary of the Hilbert cube Q.
Non-planar embeddings of planar sets in
D. McMillan (1974)
Fundamenta Mathematicae
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