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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

Boundedness of Fractional Integral Operators Containing Mittag-Leffler Function via Exponentially s -Convex Functions exponentially symmetric functions. The results of this paper contain several such consequences for known

ОБ АППРОКСИМАЦИИ ПОЧТИ-ПЕРИОДИЧЕСКИХ ФУНКЦИЙ В РАВНОМЕРНОЙ МЕТРИКЕ by entire functions with given spectrum in uniform metric. Also necessary and sufficient conditions

Generalized scalar–tensor theory of gravity reconstruction from physical potentials of a scalar field) theory, which admits exact solutions for a physical type of potentials. Our consideration deals

Ляпуновские экспоненты в локализации Андерсонa с длинными корреляциями. A random Gaussian potential with the power law decay ~ 1/|x|q of the correlation function

Estimates for Mittag-Leffler Functions with Smooth Phase Depending on Two Variables is that we replace the exponential function with the Mittag–Leffler-type function, to study oscillatory type

Exponential queueing network with dependent discipline, negative requests, and variable request typesAn open exponential queueing network with negative requests (G-network) is considered. A set

Empirtical estimates with minimal d-risk for discrete exponential families the a priori distribution is completely unknown. For a scalar parameter of a discrete exponential family

An exponential inequality and strong limit theorems for conditional expectationsAn exponential inequality for the tail of the conditional expectation of sums of centered

Randomization and nondeterminism are comparable for ordered read-onee branching programs exponential size. In this paper we present a simple boolean function gn in n variables such that: gn can

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