This is a memorial volume to the distinguished Canadian-born mathematician Hugh Dowker.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
1. Obituary: Clifford Hugh Dowker Dona Strauss 2. Knot tabulations and related topics Morwen B. Thistlethwaite 3. How general is a generalized space? Peter T. Johnstone 3. A survey of metrization theory J. Nagata 4. Some thoughts on lattice valued functions and relations M. W. Warner 5. General topology over a base I. M. James 6. K-Dowker spaces M. E. Rudin 7. Graduation and dimension in locales J. Isbell 8. A geometrical approach to degree theory and the Leray-Schauder index J. Dugundji 9. On dimension theory B. A. Pasynkov 10. An equivariant theory of retracts Sergey Antonian 11. P-embedding, LCn spaces and the homotopy extension property Kiiti Morita 12. Special group automorphisms and special self-homotopy equivalences Peter Hilton 13. Rational homotopy and torus actions Stephen Halperin 14. Remarks on stars and independent sets P. Erdös and J. Pach 15. Compact and compact Hausdorff A. H. Stone 16. T1 - and T2 axioms for frames C. H. Dowker and D. Strauss.
1. Obituary: Clifford Hugh Dowker Dona Strauss 2. Knot tabulations and related topics Morwen B. Thistlethwaite 3. How general is a generalized space? Peter T. Johnstone 3. A survey of metrization theory J. Nagata 4. Some thoughts on lattice valued functions and relations M. W. Warner 5. General topology over a base I. M. James 6. K-Dowker spaces M. E. Rudin 7. Graduation and dimension in locales J. Isbell 8. A geometrical approach to degree theory and the Leray-Schauder index J. Dugundji 9. On dimension theory B. A. Pasynkov 10. An equivariant theory of retracts Sergey Antonian 11. P-embedding, LCn spaces and the homotopy extension property Kiiti Morita 12. Special group automorphisms and special self-homotopy equivalences Peter Hilton 13. Rational homotopy and torus actions Stephen Halperin 14. Remarks on stars and independent sets P. Erdös and J. Pach 15. Compact and compact Hausdorff A. H. Stone 16. T1 - and T2 axioms for frames C. H. Dowker and D. Strauss.
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