Mon premier blog

Distribution of zeros of entire functions Levin B.Ja.
Publisher: AMS

, then all the nonreal zeros of f (z) are distributed in the set J( f ). A Bank-Laine function is an entire function E such that E(z)=0. Polya in his great paper of 1929 [13] made a study of lacunary entire functions and. Intensity of zeros determines the GAF. They serve as a testing function to study the distribution of the zeros of real entire functions of exponential type. Csordas, George, and Escassut, Alain. Let f be an entire function of finite order and set E = f-l{0, i}. From here on, this fact will be referred as. Distribution of zeros - The first intensity. F (z) is a real entire function of genus 1. Implies that E (z) Bank-Laine functions, regularly distributed zeros, growth of en-. ZEROS AND UNITIES OF ENTIRE FUNCTIONS OF FINITE ORDER. One of the most important problems in the theory of entire functions is the distribution of the zeros of entire functions. Zeros and these have a uniform angular distribution.