Integral Inequalities for Entire Functions of Exponential Type in Morrey Spaces dimensions for
entire functions of exponential type. Such inequalities are well known for Lebesgue spaces
ON ZEROS AND TAYLOR COEFFICIENTS OF ENTIRE FUNCTION OF LOGARITHMIC GROWTHIn the paper for an important class of
entire functions of zero order we find out straight forward
SYLVESTER PROBLEM, COVERINGS BY SHIFTS, AND UNIQUENESS THEOREMS FOR ENTIRE FUNCTIONS general methods for constructing uniqueness sets in classes of
entire functions with growth restrictions
Sum-difference equation for analytic functions generated by pentagon and its application equation generated by a pentagon. Such equations are connected with the moment problem for
entire functions On a Formula for Calculating the Resultant of Two Entire FunctionsUsing Newton’s recurrent formulae, we find the product of values of an
entire function of one
Uniqueness Theorem for Entire Functions of Exponential Type of duality theory, the problem often reduces to the study of uniqueness sets in classes of
entire functions INEQUALITIES FOR ENTIRE FUNCTIONS OF EXPONENTIAL TYPE IN MORREY SPACESINEQUALITIES FOR
ENTIRE FUNCTIONS OF EXPONENTIAL TYPE IN MORREY SPACES
On Multiple Zeros of Entire Functions of Finite Order of GrowthThe article is devoted to determination of the number of multiple zeros of
entire functions Finding Power Sums of Zeros of an Entire Function of Finite Order of GrowthFormulas are given for finding power sums of zeros to a negative power for
entire functions