5 citations · 9 across the 3 of their papers we have counts for
3 papers
math.CV2008
Estimates on the Probability of Outliers for Real Random Bargmann-Fock functions
Scott Zrebiec
In this paper we consider the distribution of the zeros of a real random Bargmann-Fock function of one or more variables. For these random functions we prove estimates for two type…
math.CV2008★ 4 cited
Overcrowding and hole probabilities for random zeros on complex manifolds
Bernard Shiffman, Steve Zelditch, Scott Zrebiec
We give asymptotic large deviations estimates for the volume inside a domain U of the zero set of a random polynomial of degree N, or more generally, of a holomorphic section of th…
math.CV2007★ 5 cited
The order of the decay of the hole probability for Gaussian random SU(m+1) polynomials
Scott Zrebiec
We show that for Gaussian random SU(m+1) polynomials of a large degree N the probability that there are no zeros in the disk of radius r is less than , and is…