ОЦЕНКИ РАЗНОСТЕЙ РЕШЕНИЙ НЕЛИНЕЙНЫХ ИНТЕГРАЛЬНЫХ УРАВНЕНИЙ В БАНАХОВОМ ПРОСТРАНСТВЕ
Journal Title: Проблемы анализа-Issues of Analysis - Year 2005, Vol 12, Issue
Abstract
In this paper we consider estimations of difference of nonlinear integral equations in Banach space.
Authors and Affiliations
В. В. МОСЯГИН
ASYMPTOTIC VALUES OF FUNCTIONS, ANALYTIC IN PLANAR DOMAINS
In [1] W. Gross constructed the example of an entire function of infinite order whose set of asymptotic values is equal to the extended complex plain. We obtain an analog of Gross’ result for functions, analytic in plana...
KOEBE DOMAINS FOR THE CLASS OF TYPICALLY REAL ODD FUNCTIONS
In this paper we discuss the generalized Koebe domains for the class T^(2) and the set D ⊂ Δ = {z in C : |z| < 1}, i.e. the sets of the form T f in TM f(D). The main idea we work with is the method of the envelope. We de...
THE SCHWARZIAN DERIVATIVES OF HARMONIC FUNCTIONS AND UNIVALENCE CONDITIONS
In the paper we obtain some analogues of Nehari’s univalence conditions for sense-preserving functions that are harmonic in the unit disc D = {z ∈ C : |z| < 1}.
Solvability of the difference equations for the dynamics of cumulative sums
We consider the linear system of difference equations for the cumulative sum used in detecting network attacks. In the flow of events each can be dangerous with the known probability, in this case the cumulative sum is i...
ON INEQUALITIES OF HERMITE – HADAMARD TYPE INVOLVING AN s-CONVEX FUNCTION WITH APPLICATIONS
Motivated by a recent paper, the author provides some new integral inequalities of Hermite – Hadamard type involving the product of an s-convex function and a symmetric function and applies these new established inequali...