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

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 . Distribution of zeros of entire functionsLevin B.Ja. Then we classify certain distribution functions F such that the. General Properties of Entire Functions of Finite Order. This paper is concerned with the asymptotic distribution of the zeros of such entire functions. Gaspar Mora Martınez and Juan Matıas Sepulcre Martınez. Characterize them by these axioms:. If and only if z is the zero of a certain entire function. From (38), is an entire function of order of . Fedor Nazarov and Mikhail Sodin Random analytic functions have been attracting the attention of. Distribution of Zeros of Entire Functions A terse way to introduce the relevant Hilbert spaces of entire functions is to. Let G(z) be a real entire function of order less than 2 with only real zeros . More precisely, if f : C → C is an entire function such that f(z) can take a value . (Book, 1954) [WorldCat.org] Get this from a library! Let G(z) be a real entire function of order less than 2 with only real zeros. On the Distribution of zeros of Entire Exponential Type Almost-Periodic Functions . Levin, Distribution of Zeros of Entire Functions, Translations of Mathe-. For (analogues of Hadamard's theorem for) entire functions of several complex variables see [3], [a5].