Maria N. Prodromou

Learn More
In 1979 Vaaler proved that every d-dimensional central section of the cube [−1, 1]n has volume at least 2d. We prove the following sharp combinatorial analogue. Let K be a d-dimensional subspace of Rn. Then, there is a probability measure P on the section [−1, 1]n ∩K, so that the quadratic form∫ [−1,1]n∩K v ⊗ v dP (v) dominates the identity on K (in the(More)
The workshop on Discrete Geometry was attended by 53 participants, many of them young researchers. In 13 survey talks an overview of recent developments in Discrete Geometry was given. These talks were supplemented by 16 shorter talks in the afternoon, an open problem session and two special sessions. Mathematics Subject Classification (2000): 52Cxx.(More)
  • Martin Henk Magdeburg, Emo Welzl Zürich, +4 authors Despina Stasi
  • 2008
Several significant new developments have been reported in many branches of discrete geometry at the workshop. The area has strong connections to other fields of mathematics for instance topology, algebraic geometry, combinatorics, and harmonic analysis. Discrete geometry is very active with hundreds of open questions and many solutions. There was a large(More)
  • 1