About this nonfiction
Topological vector spaces Second printing revised by Gottfried Köthe is a nonfiction available to read on EtoBox.
Front Cover......Page 1 Title Page......Page 4 Copyright Information......Page 5 Preface to the First Edition......Page 6 Preface to the Second Edition......Page 8 Contents......Page 10 1. The notion of a topological space......Page 18 2. Neighbourhoods......Page 19 4. Hausdorff spaces......Page 20 6. Induced topologies and comparison of topologies. Connectedness......Page 21 7. Continuous mappings......Page 23 8. Topological products......Page 24 2. Zorn's lemma......Page 26 3. Nets in topological spaces......Page 27 4. Filters......Page 28 5. Filters in topological spaces......Page 29 6. Nets and filters in topological products......Page 30 7. Ultrafilters......Page 31 8. Regular spaces......Page 32 1. Definition of compact spaces and sets......Page 33 2. Properties of compact sets......Page 34 4. Other concepts of compactness......Page 35 5. Axioms of countability......Page 36 6. Locally compact spaces......Page 37 7. Normal spaces......Page 39 2. Metric space as a topological space......Page 40 3. Continuity in metric spaces......Page 41 4. Completion of a metric space......Page 42 5. Separable and compact metric spaces......Page 43 6. Baire's theorem......Page 44 7. The topolo
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- Author
- Gottfried Köthe
- Publisher
- Springer-Verlag
- Published
- 1969
- Language
- EN
- ISBN
- 9780387904405
- Category
- nonfiction
- Subjects
- Mathematics, Stem