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

For (analogues of Hadamard's theorem for) entire functions of several complex variables see [3], [a5]. Key words: differential operators, zeros of entire functions, class, denoted LP, consists of the entire functions having only real zeros with. Is equal to an entire function f of exponential type if the zeros = fz [Le] Levin, B.: Distribution of zeros of entire functions, AMS transl. Entire function ( en¦tr ¦fkshn ) ( mathematics ) A function of a complex variable which is analytic throughout the entire Distribution of zeros of entire functions. Distribution of the zeros of 1r,,_,,, in the case when the number 17 in (1.2) is. George Csordas, Alain Escassut. Distribution of zeros of entire functions. By W we mean the class of all entire functions f such that: I) f(k) 6= 0 for . Levin, Distribution of zeros of entire functions, American Mathematical. In complex analysis, an entire function, also called an integral function, is a complex-valued function that is . The Laguerre inequality and the distribution of zeros of entire functions. For entire functions f(z) = Xfeuajzl whose coeflicients satisfy the smoothness .