Distribution of zeros of entire functions Levin B.Ja.
Publisher: AMS
Ja., Distribution of zeroes of entire functions, AMS Publ., 1964. For entire functions f(z) = Xfeuajzl whose coeflicients satisfy the smoothness . Distribution of the zeros of 1r,,_,,, in the case when the number 17 in (1.2) is. Intensity of zeros determines the GAF. Page 513 - New investigations on the growth and distribution of values of entire and meromorphic functions of genus zero, Uspehi Mat Nauk 16 (1961), no.. Distribution of zeros - The first intensity. General Properties of Entire Functions of Finite Order. In this note we describe a class of entire functions for which the . Let G(z) be a real entire function of order less than 2 with only real zeros . If all the zeros of f(z) are real, so that in this case we get exact in- formation on every interval. Bounds for the counting function of zeros are derived in terms of the .. Then we classify certain distribution functions F such that the. The method used was a division theorem of certain entire functions by the [14 ] Levin, B. For (analogues of Hadamard's theorem for) entire functions of several complex variables see [3], [a5].