In each critical strip of a normalized exponential sum, the number of zeros in a rectangle of height r is asymptotically |w_j - w_k| r/(2π), up to an O(1) error.
E., On the zeros of exponential sums and integrals
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The asymptotic number of zeros of exponential sums in critical strips
In each critical strip of a normalized exponential sum, the number of zeros in a rectangle of height r is asymptotically |w_j - w_k| r/(2π), up to an O(1) error.