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Ueber die Modificationen, welche die ebene Abbildung einer Fläche 3ter Ordnung durch Auftreten von Singularitäten erhält

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References

  1. Vergl. Schröter, Borchardt's Journal, Bd. 62.

  2. In jeder Schaar sind Raumcurven, welche in 3 Gerade zerfallen. Indem man eine solche zu Grunde legt, erhält man die speciellere Art der Abbildung, welche Herr Clebsch in Borchardt's Journal Bd. 65, pag. 365 gegeben hat.

  3. Vergl. Cayley: A memoir on the rational Transformation between two Spaces. Extracted from the Proceedings of the London mathem. Society. London 1870, pag. 155.

  4. Vergl. Clebsch, Borchardt's Journal Bd. 65, p. 378.

  5. Vergl. pag. 453. Curven III, d.

  6. Vergl. Cayley, Rational Transformation between two Spaces (Extracted from the Proceedings of the London Mathem. Society). London 1870.

  7. ibid. Vergl. Cayley, Rational Transformation between two Spaces (Extracted from the Proceedings of the London Mathem, Society). London 1870.

  8. Vergl. Cayley a. a. O. Vergl. Cayley, Rational Transformation between two Spaces (Extracted from the Proceedings of the London Mathem. Society). London 1870, pag. 154.

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  1. Göttingen

    J. Diekmann

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  1. J. Diekmann
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Diekmann, J. Ueber die Modificationen, welche die ebene Abbildung einer Fläche 3ter Ordnung durch Auftreten von Singularitäten erhält. Math. Ann. 4, 442–475 (1871). https://doi.org/10.1007/BF01455077

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