Helly’s Theorem and Strongly Proximal Helly Theorem

Author:

Peters James F.

Publisher

Springer International Publishing

Reference13 articles.

1. Gruber, P.: Convex and Discrete Geometry, Grundlehren der Mathematischen Wissenschaften, vol. 336, Xiv $$+$$ + 578 pp. Springer, Berlin (2007). MCS2000 52XX,11HXX, ISBN: 978-3-540-71132-2, MR2335496

2. Archimedes: Sphere and cylinder. On paraboloids, hyperboloids and ellipsoids, trans. and annot. by A. Czwalina-Allenstein. Cambridge University Press, UK (1897). Reprint of 1922, 1923, Geest & Portig, Leipzig 1987, The Works of Archimedes, Ed. by T.L. Heath, Cambridge University Press, Cambridge, 1897

3. Mani-Levitska, P.: Characterizations of convex sets. In: Gruber, P.M., Wills, J.M. (eds.) Handbook of Convex Geometry, vol. A, B, pp. 19–41. North-Holland, Amsterdam (1993). MR1242975

4. Gruber, P.M., J.M. Wills, E.: Handbook of Convex Geometry. North-Holland, Amsterdam (1993), vol. A: lxvi $$+$$ + 735 pp.; vol. B: ilxvi and 7371438 p. ISBN: 0-444-89598-1, MR1242973

5. Peters, J., Öztürk, M., Uçkun, M.: Klee-Phelps convex groupoids 0934, 1–5 (2014). arXiv:1411.0934 , Mathematica Slovaca (2015, accepted)

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