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Recently, some papers have studied Brück's conjecture related to difference of entire function (including [14, 15]).
From the definition of type of entire function, for any sufficiently small ε > 0, we have M ( r, A ) < exp { ( τ ( A ) + ε ) r σ }. (6).
If m ≥ 2 and b j ≠ 0 ( j = 1, 2, …, m ), by Picard's theorem of entire function, we can see that the Picard exceptional values of f are at least three.
Also, are there differences between palillalia (seen in tic disorders) and whole word repetition, possibly in the class of words repeated (stuttering involves repetition of entire function words and palillalia might involve content words).
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This sensational accomplishment set the stage for his formulation of a theory of entire functions and the distribution of their values, a topic that dominated the theory of complex functions for the next 30 years.
Spectral subspaces are analogous subspaces of entire functions of exponential type.
A new construction of Hilbert spaces of entire functions is made in the present work.
We study mapping properties of the Fourier Laplace transform between certain spaces of entire functions.
We denote by A the space of entire functions on ℂ.
Works [1 6] are devoted to study of zeros of entire functions having integral representations.
In Section 3, firstly we describe the space of entire functions and its dual.
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