On the oscillation of the expected number of extreme points of a random set

@inproceedings{Luc1990OnTO,
  title={On the oscillation of the expected number of extreme points of a random set},
  author={Luc},
  year={1990}
}
  • Luc
  • Published 1990
Absfract: Let EN, be the expected number of extreme points among n i.i.d. points with a common radially symmetric distribution in the plane. We show that for any monotone sequence wn t co and for every e z 0, there exists a radially symmetric distribution for which EN,, 2 n/w,, infinitely often and EN, d 4+ E infinitely often. In addition, there exists a… CONTINUE READING