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Vorlesungen über höhere Geometrie
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Author(s):
Oswald Giering
Publication date
(Print):
1982
Publisher:
Vieweg+Teubner Verlag
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Book
ISBN (Print):
978-3-528-08492-9
ISBN (Electronic):
978-3-322-83552-9
Publication date (Print):
1982
DOI:
10.1007/978-3-322-83552-9
SO-VID:
53c22142-8b78-4062-b24f-4a0d00f12c8a
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Book chapters
pp. 1
Projektiver Raum Über Einem Vektorraum
pp. 20
Projektive Abbildungen, Kollineationen
pp. 42
Dualitätsprinzip, Korrelationen
pp. 52
Quadriken
pp. 101
Geometrie als Invariantentheorie einer Gruppe
pp. 110
Cayley/Klein-Räume
pp. 146
Ähnlichkeiten und Bewegungen auf Cayley/Klein-Räumen
pp. 166
Abstands- und Winkelmetriken in Cayley/Klein-Räumen
pp. 194
k-Ebenen in Cayley/Klein-Räumen
pp. 216
Projektive Nichtstandardmodelle von Cayley/Klein-Räumen
pp. 236
Kinematische Modelle von Cayley/Klein-Räumen
pp. 253
Clifford-Parallelität in elliptischen Räumen
pp. 276
Lorentz-Raum und spezielle Relativitätstheorie
pp. 288
Cayley/Klein-Geometrien in nichtentarteten Cayley/Klein-Räumen
pp. 327
Cayley/Klein-Geometrien in entarteten Cayley/Klein-Räumen
pp. 336
Beziehungen zwischen Cayley/Klein-Geometrien
pp. 346
Nichtstandardmodelle der Cayley/Klein-Geometrien
pp. 372
Stereographische Projektion
pp. 390
Inversion
pp. 398
Konforme Nichtstandardmodelle
pp. 431
Lokale Kurventheorie in Cayley/Klein-Räumen
pp. 457
Lokale Hyperflächentheorie in Cayley/Klein-Räumen
pp. 526
Blick in die differentialgeometrische Literatur
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