Mostova M. R.
Sufficient conditions for the existence of the $\upsilon$ -density for zeros of entire function of order zero
Ukr. Mat. Zh. - 2016. - 68, № 4. - pp. 506-516
We select the subclasses of zero-order entire functions $f$ for which we present sufficient conditions for the existence of $\upsilon$ -density for zeros of $f$ in terms of the asymptotic behavior of the logarithmic derivative F and regular growth of the Fourier coefficients of $F$.
Ukr. Mat. Zh. - 2014. - 66, № 4. - pp. 473–481
For an entire function of zero order, we establish the relationship between the angular density of zeros, the asymptotics of logarithmic derivative, and the regular growth of its Fourier coefficients.