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Krümmungskennzeichnung der Ketten einer allgemeinen Geometrie Σ(ℜ,\(\mathfrak{L}\))

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Abstract

Lie theory renders a concept of curvature χ for the geometries Σ(ℜ,ϰ) introduced by W. Benz [1]. Among regular curves in\(\mathfrak{L}\) the chains of Σ(ℜ,\(\mathfrak{L}\)) are characterized by χ=0.

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Literatur

  1. W. Benz: Vorlesungen über Geometrie der Algebren 1973

  2. E. Kolchin: Differential Algebra and Algebraic Groups. 1973

  3. W. Müller: Eindeutige Abbildungen mit Summen-, Produktund Kettenregel in Polynomringen, Monatsh. Math. 73 (1969), 354–367

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  4. W. Nöbauer: Derivationssysteme mit Kettenregel, Monatsh. Math. 67 (1963), 36–49

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  5. M. Werner: Zur Krümmungskennzeichnung der kinematischen Laguerre-Ketten, J. Geom. 19 (1982), 166–174

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Werner, M. Krümmungskennzeichnung der Ketten einer allgemeinen Geometrie Σ(ℜ,\(\mathfrak{L}\)). J Geom 22, 189–192 (1984). https://doi.org/10.1007/BF01222844

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  • DOI: https://doi.org/10.1007/BF01222844

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