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# Robin PEMANTLE : Zeros of random analytic functions and their derivatives

I will discuss a series of results concerning the effect of the derivative operator on the locations of the zeros of a random analytic function. Two models are considered. In the first, the zeros are chosen IID from some measure on the complex plane. In the second, the zeros are chosen to be a Poisson point process on the real line. Repeated differentiation results in a nearly deterministic zero set.

**Category**: Probability**Duration**: 01:34:49**Date**: March 27, 2014 at 4:15 PM**Views**: 207-
**Tags:**seminar, Probability Seminar

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