Real zeros for certain classes of analytic functions determined by a majorant of infinite order

Certain classes of entire functions or of functions analytic in the unit disk are treated; they are defined in terms of a radial majorant $\lambda$ that grows sufficiently fast. Under certain assumptions on $\lambda$, the zero sets for such a class are described that lie on $\mathbb R_+$ (respectively, on the segment $[0,1)$). Bibl. – 9 titles.