| Abstract |
https://snu-ac-kr.zoom.us/j/83715556447
Zoom ID: 837 1555 6447
Sufficient conditions for the Jensen polynomials of the derivatives of a real entire function to be hyperbolic are obtained. The conditions are given in terms of the growth rate and zero distribution of the function. As a consequence some recent results on Jensen polynomials, relevant to the Riemann hypothesis, are extended and improved.
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