Document JFM 47.0661.03

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Über affine Geometrie XXV: Raumkurven und Schiebflächen. (German) JFM 47.0661.03

Leipz. Ber. 71, 20-34 (1919).

Die Affingeometrie wird in Zusammenhang gebracht mit Arbeiten von G. Hessenberg, Math. Ann. 78 (1917) und H. Weyl, Math. Zeitschr. 2 (1918). Es wird eine einheitliche Herleitung der elementaren und der affinen Flächentheorie versucht.

Reviewer: Blaschke, Prof. (Hamburg)

JFM Section:

Fünfter Abschnitt. Geometrie. Kapitel 6. Differentialgeometrie. C. Allgemeine Theorie der Raumkurven, Flächen und Strahlensysteme. Besondere Raumkurven und Flächen, Strahlen- und Flächensysteme.

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