3 citations · 3 across the 5 of their papers we have counts for
7 papers
Radon Partitions of Random Gaussian Polytopes
Moshe White
In this paper we study a probabilistic framework for Radon partitions, where our points are chosen independently from the -dimensional normal distribution. For every point set w…
Unimodality for Radon partitions of random vectors
Swee Hong Chan, Gil Kalai, Bhargav Narayanan +2
Consider the (almost surely) unique Radon partition of a set of random Gaussian vectors in ; choose one of the two parts of this partition uniformly at random,…
A Van Kampen type obstruction for string graphs
Moshe White
In this paper we prove that a graph is a string graph (the intersection graph of curves in the plane) if and only if it admits a drawing in the plane with certain properties. This…
d-representability as an embedding problem
Moshe White
An abstract simplicial complex is said to be -representable if it records the intersection pattern of a collection of convex sets in . In this paper, we show that…
Spectral fluctuations for the multi-dimensional Anderson model
Yoel Grinshpon, Moshe White
In this paper, we examine fluctuations of polynomial linear statistics for the Anderson model on for any potential with finite moments. We prove that if normalized b…
Spectral fluctuations for Schrödinger operators with a random decaying potential
Jonathan Breuer, Yoel Grinshpon, Moshe White
We study fluctuations of polynomial linear statistics for discrete Schrödinger operators with a random decaying potential. We describe a decomposition of the space of polynomials i…
On Tverberg partitions
Moshe White
A theorem of Tverberg from 1966 asserts that every set of points can be partitioned into pairwise disjoint subsets, whose convex…