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Raumkurven und Torsen

In: Grundzüge der Tensorrechnung in Analytischer Darstellung

Author

Listed:
  • Adalbert Duschek

    (Technischen Hochschule Wien)

  • August Hochrainer

    (Hochspannungs-Schaltgerätefabrik der AEG)

Abstract

Zusammenfassung Bekanntlich läßt sich neben jeden Satz der projektiven Geometrie durchaus gleichberechtigt ein zweiter stellen, in dem die Worte Punkt und Ebene, verbinden und schneiden vertauscht sind (von den sonstigen grammatikalischen Änderungen, die dadurch nötig werden, sehen wir ab). Diese Tatsache bezeichnet man als das Dualitdtsgesetz der projektiven Geometrie.

Suggested Citation

  • Adalbert Duschek & August Hochrainer, 1961. "Raumkurven und Torsen," Springer Books, in: Grundzüge der Tensorrechnung in Analytischer Darstellung, edition 0, chapter 0, pages 22-29, Springer.
    • Handle: RePEc:spr:sprchp:978-3-7091-4453-4_4
    DOI: 10.1007/978-3-7091-4453-4_4
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