Index Terms
- Review of "Research Problems in Discrete Geometry by Brass, Moser, Pach," Springer-Verlag
Recommendations
Proof of a Conjecture of Bárány, Katchalski and Pach
Bárány, Katchalski and Pach (Proc Am Math Soc 86(1):109---114, 1982) (see also Bárány et al., Am Math Mon 91(6):362---365, 1984) proved the following quantitative form of Helly's theorem. If the intersection of a family of convex sets in $$\mathbb {R}^d$...
Review of Forbidden Configurations in Discrete Geometry by David Eppstein
In 1930, the mathematician Esther Klein observed that any five points in the plane in general position (i.e., no three points forming a line) contain four points forming a convex quadrilateral. This innocentsounding discovery led to major lines of ...
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