5 citations · 11 across the 8 of their papers we have counts for
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math.CV2003★ 1 cited
Random complex zeroes, III. Decay of the hole probability
Mikhail Sodin, Boris Tsirelson
By a hole we mean a disc that contains no flat chaotic analytic zero points (i.e. zeroes of a random entire function whose Taylor coefficients are independent complex-valued Gaussi…
math.CV2003★ 1 cited
Random complex zeroes, II. Perturbed lattice
Mikhail Sodin, Boris Tsirelson
We show that the flat chaotic analytic zero points (i.e. zeroes of a random entire function whose Taylor coefficients are independent complex-valued Gaussian random variables, and…
math.CA2003
Lower bounds for quasianalytic functions, II. The Bernstein quasianalytic functions
Alexander Borichev, Fedor Nazarov, Mikhail Sodin
Let F be a class of functions with the uniqueness property: if a function f in F vanishes on a set of positive measure, then f is the zero function. In many instances, we would lik…