Continuum theory. II
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Publication:1912499
DOI10.1007/BF02362843zbMath0851.54033MaRDI QIDQ1912499
A. A. Odintsov, Vitaly V. Fedorchuk
Publication date: 26 November 1996
Published in: Journal of Mathematical Sciences (New York) (Search for Journal in Brave)
Continua and generalizations (54F15) Continuous maps (54C05) Dimension theory in general topology (54F45) Research exposition (monographs, survey articles) pertaining to general topology (54-02)
Cites Work
- Semigroups, continua and the set functions \(T^ n\)
- Two nonmetric locally connected continua
- Snake-like bicompacta and some problems of dimensional theory
- A characterization of spaces that are the continuous image of an arc
- On the rim-structure of continuous images of ordered compacta
- The Hahn-Mazurkiewicz theorem for hereditary locally connected continua
- Characterizations of \(\lambda\) connected plane continua
- Non-aposyndesis and non-hereditary decomposability
- Concerning continua which are continuous images of compact ordered spaces
- Cut points in totally non-semi-locally connected continua
- Concerning continua not separated by any nonaposyndetic subcontinuum
- Some problems in the theory of ordered spaces
- A continuous partial order for Peano continua
- Mutually aposyndetic products of chainable continua
- On generalized forms of aposyndesis
- Aposyndetic properties of unicoherent continua
- Arcwise connectivity of semi-aposyndetic plane continua
- A cut point theorem for plane continua
- Continua in which only semi-aposyndetic subcontinua separate
- Aposyndetic properties of hyperspaces
- On a Certain Type of Homogeneous Plane Continuum
- On Decomposition of Continua Into Aposyndetic Continua
- On the Semigroup Structure of Continua
- THE METHOD OF SCANNABLE SPECTRA AND FULLY CLOSED MAPS IN GENERAL TOPOLOGY
- Aposyndetic Continua as Bundle Spaces
- Continuous Images of Arcs
- Images of arcs - a nonseparable version of the Hahn-Mazurkiewicz theorem
- Mapping continua onto their cones
- Completely Regular Mappings and Homogeneous, Aposyndetic Continua
- A characterization of locally connectedness by means of the set function T
- "Image of a Hausdorff Arc" is Cyclically Extensible and Reducible
- Mapping an arc onto a dendritic continuum
- A Note on Jones' Function K
- A Generalization of the Hahn-Mazurkiewicz Theorem
- Mapping arcs and dendritic spaces onto netlike continua
- Products with non-linear finite-set-aposyndetic continua
- The Hahn-Mazurkiewicz theorem for rim-finite continua
- The Hahn-Mazurkiewicz theorem for finitely Suslinian continua
- Relationships Between Continuum Neighborhoods in Inverse Limit Spaces and Separations in Inverse Limit Sequences
- On the Dimension of Hereditarily Normal Spaces
- Embedding Smooth Dendroids in Hyperspaces
- The set function T and homotopies
- Non-n-Mutually Aposyndetic Continua
- Cell-Like Decompositions of Homogeneous Continua
- On smooth continua
- λ Connected Plane Continua
- Concerning Continuous Images of Compact Ordered Spaces
- A Totally Nonaposyndetic, Compact, Hausdorff Space With No Cut Point
- On snake-like compact spaces
- Certain questions related to the equivalence of local connectedness and connectedness im kleinen
- Cut Sets in Totally Nonaposyndetic Continua
- An Atomic Decomposition of Continua Into Aposyndetic Continua
- Core decompositions of continua
- A Note on Connectedness Im Kleinen
- n-Aposyndetic Continua and Cutting Theorems
- Mutual Aposyndesis
- On smooth dendroids
- Arcwise Connectedness of Semiaposyndetic Plane Continua
- Continuum Neighborhoods and Filterbases
- Continua for which the set Function T is Continuous
- On decompositions of smooth continua
- Semi-Local-Connectedness and Cut Points in Metric Continua
- Indecomposable Continua in Stone-Cech Compactifications
- Strongly Semi-Aposyndetic Continua are Hereditarily Locally Connected
- On the Local Connectedness of βX-X
- Concerning closed quasi-orders on hereditarily unicoherent continua
- Monotone decompositions of continua into generalized arcs and simple closed curves
- Concerning Non-Aposyndetic Continua
- Some Characterizations of Arcs and Simple Closed Curves
- Concerning aposyndetic and non-aposyndetic continua
- The cyclic connectivity of plane continua
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