Each Homogeneous Nondegenerate Chainable Continuum is a Pseudo-Arc
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Publication:3290327
DOI10.2307/2032844zbMath0105.16701OpenAlexW4230188805MaRDI QIDQ3290327
Publication date: 1959
Published in: Proceedings of the American Mathematical Society (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/2032844
Related Items (16)
\(1/\kappa \)-homogeneous long solenoids ⋮ No Homogeneous Tree-Like Continuum Contains an Arc ⋮ A characterization of homogeneous plane continua that are circularly chainable ⋮ Decomposable Chainable Continua ⋮ Simply Cyclic Homogeneous Non-Tree-Like Curves Decompose to Solenoids ⋮ Half-homogeneous chainable continua with end points ⋮ A really topological treatment of some aspects of Carathéodory’s theory of prime ends ⋮ The Pseudo-Circle is not Homogeneous ⋮ Unnamed Item ⋮ Continuous curves of nonmetric pseudo-arcs and semi-conjugacies to interval maps ⋮ Pseudo-solenoids are not continuously homogeneous ⋮ The construction of chaotic homeomorphisms on chainable continua ⋮ A Transitive Homeomorphism on the Pseudoarc which is Semiconjugate to the Tent Map ⋮ A short proof of nonhomogeneity of the pseudo-circle ⋮ Projective Fraïssé limits and the pseudo-arc ⋮ Confluent and related mappings on arc-like continua - an application to homogeneity
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