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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

INEQUALITIES FOR ENTIRE FUNCTIONS OF EXPONENTIAL TYPE IN MORREY SPACESINEQUALITIES FOR ENTIRE FUNCTIONS OF EXPONENTIAL TYPE IN MORREY SPACES

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

Uniqueness Theorem for Entire Functions of Exponential Type, in the mentioned paper the following result was proved: the sequence of zeros of an entire function of exponential

On Hamburger Moments Problem Generated by a Group With Two Limit Points the Hamburger moments problem for entire functions of exponential type.

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

Интегральные неравенства для целых функций экспоненциального типа в пространствах Морри dimensions for entire functions of exponential type. Such inequalities are well known for Lebesgue spaces

Новая формула для радиуса полноты системы экспоненциальных мономов monomials is discussed. As exponents, the zeros of the entire function of exponential type are selected.

Fantappi`e G-transform of Analytic Functionals of the origin and an entire function of exponential type F(z) are associated so that the coefficients c

The Sylvester problem and uniqueness sets in classes of entire functions of the indicator diagram of an entire function of exponential type. We discuss the accuracy of the results obtained

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