Article PDF
Literatur
E. J. Wilczynski,Projective differential geometry of curves and ruled surfaces, (Leipzig, Teubner, 1906).
B. Su,On certain quadratic cones projectively connected with a space curve and a surface, « Tôhoku Math. Journ. »,38 (1933), 233–244.
ConcerningBompiani osculants of a plane curve with an inflexion cfr.E. Bompiani, Per lo studio proiettivo-differenziale della singolarità, « Boll. dell'Unione Mat. Italiana », 5 (1926), 118–120. See also my paper:Note on the projective differential geometry of space curves, « Journ. Chin. Math. Soc. »,2 (1937), 98–137.
I. Popa, Geometria proiettivo-differenziale delle singolarità delle curve piane, « Rend. dei Lincei », (VI),25 (1937), 220–222.
E. Bompiani,Sulle curve sghembe, « Scritti matematici offerti a Luigi Berzolari », Pavia (1936), 515–552.
For the details cfr. my paper:On the intersection of two curves in space, « Tôhoku Math Journ. »,39 (1934), 226–232.
Cfr. e. g. my paper:Invariants of intersection of two curves in space, « Sci. Rep. Tôhoku Imp. Univ. », (I),25 (1936), 22–33.
I. Popa, loc. cit, § 1.
E. Bompiani, Sulle curve sghembe, loc. cit. «
Cfr.B. Su,Note on the projective differential geometry of space curves, loc cit., « p. 113.
Cfr.B. Su,Note on ..., loc. cit., « p. 115.
Cfr.B. Su,Note on ...; loc. cit., « p. 118.
Cfr. my paper:Invariants ..., loc. cit., p. 24.
R. Calapso,Sugli enti proiettivi legati al generico punto di una superficie, « Atti Acad. Gioenia », Catania, (5),19 (1933), Mem. XIV, 1–6. I was not aware of the cone of Calapso until a paper of E. Bortolotti appeared. Cfr.Enea Bortolotti,Quadriche di Moutard e fascio canonico, « Rend. R. Accad. dei Lincei », (VI),25 (1937), 158–165.
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Su, B. Plane sections of the tangent surface of a space curve. Annali di Matematica 18, 77–96 (1939). https://doi.org/10.1007/BF02413767
Issue Date:
DOI: https://doi.org/10.1007/BF02413767