Characterizations of the Continuous Images of the Pseudo-Arc
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Publication:5341522
DOI10.2307/1994032zbMath0132.18603OpenAlexW4255392310MaRDI QIDQ5341522
Publication date: 1964
Full work available at URL: https://doi.org/10.2307/1994032
Related Items (20)
An Anderson-Choquet-type theorem and a characterization of weakly chainable continua ⋮ A Fixed Point Theorem for Weakly Chainable Plane Continua ⋮ The Pseudo-Circle is not homogeneous ⋮ The pseudo-circle is unique ⋮ Most Maps of the Pseudo-Arc are Homeomorphisms ⋮ On entropy of graph maps that give hereditarily indecomposable inverse limits ⋮ Finite-sheeted covering spaces and a near local homeomorphism property for pseudosolenoids ⋮ New exotic minimal sets from pseudo-suspensions of Cantor systems ⋮ On Mapping Indecomposable Continua Onto Certain Chainable Indecomposable Continua ⋮ The Pseudo-Circle Is Unique ⋮ A non-metric perfectly normal hereditarily indecomposable continuum ⋮ Weak chainability of arc folders ⋮ On Weakly Chainable Inverse Limits with Simplicial Bonding Maps ⋮ The nonexistence of expansive homeomorphisms of a class of continua which contains all decomposable circle-like continua ⋮ A Note on Continuous Mappings and the Property of J. L. Kelley ⋮ Classification of all Hereditarily Indecomposable Circularly Chainable Continua ⋮ Pseudo-path connected homogeneous continua ⋮ On rigid minimal spaces ⋮ A complete classification of homogeneous plane continua ⋮ A Weakly Chainable Tree-Like Continuum without the Fixed Point Property
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- A homogeneous indecomposable plane continuum
- Concerning hereditarily indecomposable continua
- Images of Plane Continua
- Sur quelques invariants des transformations continues
- A functional conception of snake-like continua
- An Indecomposable Plane Continuum Which is Homeomorphic to Each of Its Nondegenerate Subcontinua
- Concerning aposyndetic and non-aposyndetic continua
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