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Equidistribution of zeros of polynomials

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arxiv 1802.06506 v1 pith:BMMYF7YT submitted 2018-02-19 math.CA

Equidistribution of zeros of polynomials

classification math.CA
keywords circleresultsmallunitzerosanalysisanglebecome
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A classical result of Erdos and Turan states that if a monic polynomial has small size on the unit circle and its constant coefficient is not too small, then its zeros cluster near the unit circle and become equidistributed in angle. Using Fourier analysis we give a short and self-contained proof of this result.

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