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Topologische Fragen der differentialgeometrie XVI. Über die topologischen invarianten der differentialgleichungy″ =f(x, y)y′ 3+g(x, y)y′ 2+h(x, y)y′+k(x, y).

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Literatur

  1. R. Liouville: „Sur les invariants de certaines équations différentielles” Journal de l’École Polytechnique. (1889)Cahier 59. Seite 7-76.

  2. H. Weyl, Göttinger Nachrichten 1921 (7) Seite 99.

  3. Veblen undT. Y. Thomas, Annals of Math., vol. 27, p. 279-296. Vgl. auch das Lehrbuch vonEisenhart: Non-Riemannian Geometry (Princeton University Press).

  4. G. Thomsen, „Un teorema topologico ...” Bolletino dell’ Unione matematica italiana, Aprile 1927, undW. Blaschke, Topologische Fragen der Differential-geometrie I Mathem. Zeitschr. 1928. S. 150–157.

  5. Weyl, Raum, Zeit, Materie. J. SPRINGER, Berlin. 3. Aufl. (1919), Seite 100.

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  6. E. Beltrami 1866. Opere I. S. 262–280.

  7. Tresse, Preisschrift (a. a. 0.).

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  1. Hamburg

    G. Thomsen

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  1. G. Thomsen
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Thomsen, G. Topologische Fragen der differentialgeometrie XVI. Über die topologischen invarianten der differentialgleichungy″ =f(x, y)y′ 3+g(x, y)y′ 2+h(x, y)y′+k(x, y).. Abh.Math.Semin.Univ.Hambg. 7, 301–328 (1929). https://doi.org/10.1007/BF02941176

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