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  • Textbook
  • © 1973

Mengentheoretische Topologie

Authors:

  1. Boto Querenburg
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  2. G. Bengel

    1. Fachbereich Mathematik, Universität 675 Kaiserslautern, Deutschland

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  3. H.-D. Coldewey

    1. Nußdorf, Zum Kretzer 2, Deutschland

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  4. K. Funcke

    1. Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

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  5. E. Gramberg

    1. Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

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  6. N. Peczynski

    1. Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

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  7. A. Stieglitz

    1. Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

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  8. E. Vogt

    1. Math. Institut, Universität 69 Heidelberg, Deutschland

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  9. H. Zieschang

    1. Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

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Part of the book series: Hochschultext (HST)

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Table of contents (16 chapters)

  1. Front Matter

    Pages I-IX
    PDF

  2. Bezeichnungen und mengentheoretische Grundlagen

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 1-6

  3. Metrische Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 7-16

  4. Topologische Räume und stetige Abbildungen

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 17-26

  5. Erzeugung topologischer Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 27-42

  6. Zusammenhängende Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 43-51

  7. Filter und Konvergenz

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 52-61

  8. Trennungseigenschatten

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 62-73

  9. Normale Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 74-82

  10. Kompakte Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 83-96

  11. Satz von Stone-Weierstraß

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 97-103

  12. Parakompakte Räume und Metrisationssätze

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 104-111

  13. Uniforme Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 112-128

  14. Vervollständigung und Kompaktifizierung

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 129-143

  15. Vollständige, Polnische und Bairesche Räume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 144-159

  16. Funktionenräume

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 160-173

  17. Ringe reellwertiger, stetiger Funktionen

    • Boto von Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski et al.
    Pages 174-184

  18. Back Matter

    Pages 185-198
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Keywords

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Authors and Affiliations

  • Fachbereich Mathematik, Universität 675 Kaiserslautern, Deutschland

    G. Bengel

  • Nußdorf, Zum Kretzer 2, Deutschland

    H.-D. Coldewey

  • Math. Institut, Ruhr-Universität, 463 Bochum-Querenburg, Deutschland

    K. Funcke, E. Gramberg, N. Peczynski, A. Stieglitz, H. Zieschang

  • Math. Institut, Universität 69 Heidelberg, Deutschland

    E. Vogt

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Bibliographic Information

  • Book Title: Mengentheoretische Topologie

  • Authors: Boto Querenburg, G. Bengel, H.-D. Coldewey, K. Funcke, E. Gramberg, N. Peczynski, A. Stieglitz, E. Vogt, … H. Zieschang

  • Series Title: Hochschultext

  • DOI: https://doi.org/10.1007/978-3-642-96167-0

  • Publisher: Springer Berlin, Heidelberg

  • eBook Packages: Springer Book Archive

  • Copyright Information: Springer-Verlag Berlin Heidelberg 1973

  • eBook ISBN: 978-3-642-96167-0Published: 08 March 2013

  • Edition Number: 1

  • Topics: Topological Groups, Lie Groups

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  • Available as PDF
  • Read on any device
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  • Own it forever

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