On the number of singularities, zero curvature points and vertices of a simple convex space curve

Author:

Fuster M. C. Romero,Sedykh V. D.

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology

Reference5 articles.

1. ALEXANDROV, A.D.:Intrinsic geometry of convex surfaces (in Russian). Ob. Gos. Izdat., Moscow-Leningrad, (1948).

2. COSTA, S.I.R. and SEDYKH, V.D.: The 2-vertex theorem for convex immersed curves in ?3. Preprint (1992).

3. ROMERO FUSTER, M.C.: Convexly-generic curves in ?3.Geometriae Dedicata 28, 7?29 (1988).

4. SEDYKH, V.D.: The theorem about four vertices of a convex space curve (in Russian).Functsional. Anal. i Prilozhen. 26 (1), 35?41 (1992).

5. SEDYKH, V.D.: Four vertices of a convex space curve. To appear inBull. London Math. Soc.

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