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SYLVESTER PROBLEM, COVERINGS BY SHIFTS, AND UNIQUENESS THEOREMS FOR ENTIRE FUNCTIONS the type of an entire function via the averaged upper density of the sequence of its zeros. We present only

MAJORIZATION INEQUALITIES VIA PEANO'S REPRESENTATION OF HERMITE'S POLYNOMIAL the Gruss and Ostrowski type inequalities. Further more, we present exponential convexity together

НЕКОТОРЫЕ ЭКСТРЕМАЛЬНЫЕ ЗАДАЧИ ДЛЯ ПРЕОБРАЗОВАНИЯ ФУРЬЕ НА ГИПЕРБОЛОИДЕ formulas on the half-line for entire functions of exponential type at zeros of the Jacobi functions.

Laplace-Borel Transformation of Functions Holomorphic in the Torus and Equivalent to Entire Functions torus and equivalent to entire functions. We present an approach to constructing some growth theory

Asymptotically accurate error estimates of exponential convergence for the trapezoidal rule on the step value not quadratically, but exponentially. Such cases are integral of a periodic function over

On Shannon and Zipf–Mandelbrot entropies and related results construct new family of exponentially convex functions and Cauchy-type means. © 2019, The Author(s).

О ПОРОЖДАЮЩИХ ФУНКЦИЯХ БАЗИСОВ ИЗ ЭКСПОНЕННТ И ИЗ ЗНАЧЕНИЙ ВОСПРОИЗВОДЯЩЕГО ЯДРАIt is proved that an unconditional basis in a functional Hilbert space H have a generating function

The Riemann problem for functions with polar lines of higher orders and inhomogeneous Riemann problems for functions with polar lines of orders pk +1 (k = 1, 2, … ), pk ⩾ 0. We study

Sharing set and normal function of holomorphic functions = Разделенное множество и нормальная функция голоморфных отображенийIn this paper the idea of ​​sharing set is adopted to describe the normal functions for a family

Universal internucleotide statistics in full genomes: A footprint of the DNA structure and packaging? function makes the best fit, in eukaryotes the PDF contains additionally a second q -exponential, which

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