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

Lower bounds for the modulus of a polynomial. From (38), is an entire function of order of . Distribution of zeros of entire functions. Volume 45, Number 1, July 1974. George Csordas, Alain Escassut. Distribution.of.zeros.of.entire.functions.pdf. He asks what one can say about the distribution of the zeros of the entire function at any parameter of Zp. The Laguerre inequality and the distribution of zeros of entire functions. Since the set of zeros of the entire function is contained in the set of zeros of , we see that the function is an entire function on the parameter . If all the zeros of f(z) are real, so that in this case we get exact in- formation on every interval. The relation between the maximum modulus of a holomorphic function and the maximum of its real part. In this note we describe a class of entire functions for which the . Structure of a certain class of even, real entire functions f and the distribution of zeros of some functions formed from f. Let f be a real entire function such that f and f have only Levin, Distribution of zeros of entire functions, GITTL, Moscow, 1956.