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Euclidean plane

In: The Universe of Conics

Author

Listed:
  • Georg Glaeser

    (University of Applied Arts Vienna Department of Geometry, Department of Geometry)

  • Hellmuth Stachel

    (Vienna University of Technology Inst. of Disc. Mathematics and Geometry, Inst. of Disc. Mathematics and Geometry)

  • Boris Odehnal

    (University of Applied Arts Vienna Department of Geometry, Department of Geometry)

Abstract

A pencil of planes meets a cone of revolution in a family of conics which maps to a pencil of conics in the top view. These conics in the top view share a focal point and the associated directrix.

Suggested Citation

  • Georg Glaeser & Hellmuth Stachel & Boris Odehnal, 2024. "Euclidean plane," Springer Books, in: The Universe of Conics, edition 0, chapter 2, pages 11-68, Springer.
    • Handle: RePEc:spr:sprchp:978-3-662-70306-9_2
    DOI: 10.1007/978-3-662-70306-9_2
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