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Rings of Continuous Function [Pehme köide]

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Rings of Continuous FunctionSuurem pilt
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This book contains papers on algebra, functional analysis, and general topology, with a strong interaction with set theoretic axioms and involvement with category theory, presented in the special session on Rings of Continuous Functions held in 1982 in Cincinnati, Ohio.
1. Some Genealogies in Rings of Continuous Functions
2. A Cardinal
Generalization of z-Embedding
3. The Birth of the Stone-cech Compactification
4. Generalized Perfect Maps and a Theorem of I. Juhasz
5. On Initially
KCompact Spaces
6. Relatively Uniformly Complete Algebras
7. Extreme
Positive Operators and Function Spaces
8. A Note on Extending Zero Sets from
the Real Line
9. Rings of Continuous Functions are Rings: A Survey
10. C(X)
Has No Proper Functorial Hulls
11. Algebraic Closures of -Groups of
Continuous Functions
12. Unsolved Problems on Algebraic Aspects of C(X)
13.
Prime Ideals in Function Rings
14. Partial Extension of Bounded Functions to
Compactification
15. The Extension of Uniformly Continuous Banach
Space-Valued Mappings
16. The Long Line as a Remainder
17. NCompactness,
Metrizability, and Covering Dimension
18. Concerning the Equation C({Xa}) =
C({WXa})
19. Some Topological Characterizations of the Generalized Continuum
Hypothesis
20. More Realcompact Spaces
21. Hausdorff Extension Properties: A
Summary
22. Problem Section
Charles E. Aull