Conditions under which a surface in is tame
R. Bing (1959)
Fundamenta Mathematicae
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Displaying similar documents to “A rigid sphere”
Conditions under which a surface in is tame
Point-like decompositions of
R. Bing (1962)
Fundamenta Mathematicae
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Toroidal decompositions of Ea
R. Sher (1967)
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Elementary arcs in 3-space that can be realized by squeezing 3-ceIls
Robert Daverman (1971)
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A toroidal decomposition of E3
Steve Armentrout, R. Bing (1967)
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Toroidal decompositions of which yield
H. Lambert (1967)
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Examples of disks in /G which cannot be approximated by P-liftable disks
Edythe Woodruff (1974)
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On the simultaneous embedding of uncountably many distinct wild arcs with one wild endpoint in , a geometric approach
Eugene Apodaca (1981)
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A dense set of sewings of two crumpled cubes yields
Robert Daverman, William Eaton (1969)
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Decomposition spaces having arbitrarily small neighborhoods with 2-sphere boundaries II
Edythe Woodruff (1983)
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An arc is tame in 3-space if and only if it is strongly cellular
R. Bing, A. Kirkor (1964)
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