Filament sets, aposyndesis, and the decomposition theorem of Jones
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Publication:3592765
DOI10.1090/S0002-9947-07-04160-8zbMath1132.54018MaRDI QIDQ3592765
Keith Whittington, Janusz R. Prajs
Publication date: 24 September 2007
Published in: Transactions of the American Mathematical Society (Search for Journal in Brave)
continuumfilamentampleaposyndesisaposyndeticupper semi-continuous decompositionconstituantKelley spaceJones
Continua and generalizations (54F15) Transformation groups and semigroups (topological aspects) (54H15)
Related Items (6)
Connected neighborhoods in products ⋮ Filament sets and homogeneous continua ⋮ Filament sets and decompositions of homogeneous continua ⋮ Ample continua in Cartesian products of continua ⋮ Semi-terminal continua in Kelley spaces ⋮ Connected open neighborhoods in products
Cites Work
- Filament sets and homogeneous continua
- Decompositions of homogeneous continua
- On a Certain Type of Homogeneous Plane Continuum
- Outlet Points and Homogeneous Continua
- Completely Regular Mappings and Homogeneous, Aposyndetic Continua
- Cell-Like Decompositions of Homogeneous Continua
- Arc property of Kelley and absolute retracts for hereditarily unicoherent continua
- An Atomic Decomposition of Continua Into Aposyndetic Continua
- Core decompositions of continua
- A Note on Connectedness Im Kleinen
- Concerning Non-Aposyndetic Continua
- Hyperspaces of a Continuum
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