Book contents
- Frontmatter
- Contents
- CONTRIBUTORS
- NOTES
- Obituary: Clifford Hugh Dowker
- Knot tabulations and related topics
- How general is a generalized space?
- A survey of metrization theory
- Some thoughts on lattice valued functions and relations
- General topology over a base
- K-Dowker spaces
- Graduation and dimension in locales
- A geometrical approach to degree theory and the Leray-Schauder index
- On dimension theory
- An equivariant theory of retracts
- P-embedding, LCn spaces and the homotopy extension property
- Special group automorphisms and special self-homotopy equivalences
- Rational homotopy and torus actions
- Remarks on stars and independent sets
- Compact and compact Hausdorff
- T1 - and T2 axioms for frames
How general is a generalized space?
Published online by Cambridge University Press: 05 May 2013
- Frontmatter
- Contents
- CONTRIBUTORS
- NOTES
- Obituary: Clifford Hugh Dowker
- Knot tabulations and related topics
- How general is a generalized space?
- A survey of metrization theory
- Some thoughts on lattice valued functions and relations
- General topology over a base
- K-Dowker spaces
- Graduation and dimension in locales
- A geometrical approach to degree theory and the Leray-Schauder index
- On dimension theory
- An equivariant theory of retracts
- P-embedding, LCn spaces and the homotopy extension property
- Special group automorphisms and special self-homotopy equivalences
- Rational homotopy and torus actions
- Remarks on stars and independent sets
- Compact and compact Hausdorff
- T1 - and T2 axioms for frames
Summary
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- Information
- Aspects of TopologyIn Memory of Hugh Dowker 1912–1982, pp. 77 - 112Publisher: Cambridge University PressPrint publication year: 1985
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