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| 1990 | 1999 | 2009 |
Lattice points and random points in convex sets
On the variance of random polytopes, with Matthias Reitzner
Poisson polytopes, with Matthias Reitzner
Paths with no small angle, with Attila Pór and Pavel Valtr
Random points and lattice points in convex bodies
Extremal problems for convex lattice polytopes
Longest convex chains, with Gergely Ambrus
The probability that a convex body is lattice point free: a relative of
Buffon's needle problem
On the power of linear dependencies
Quadratic lower bound for the number of colourful simplices, with Jiri Matousek
On maximal convex lattice polygons inscribed in a plane convex set, with
Maria Prodromou
Central limit theorems for Gaussian polytopes, with Van H. Vu
Strictly convex drawings of planar graphs, with Guenter Rote
The randomized integer convex hull, with Jiri Matousek
Random points, convex bodies, lattices
0-1 polytopes with many facets, with Attila Pór
Sylvester's question: The probability that n points are in convex
position
Simultaneous partitions of measures by k-fans, with Jiri Matousek
Equipartition of two measures by a 4-fan, with Jiri Matousek
The minimum area of convex lattce n-gons, with Tokushige Norihide
A fractional Helly theorem for convex lattice sets, with Jiri Matousek
Caratheodory theorem, colourful and applicable, with Shmuel Onn
The technique of M-regions and cap-coverings: a survey
A case when the union of polytopes is convex, with Komei Fukuda