On some recent developments in Ulam′ s type stability
N Brillouët-Belluot, J Brzdęk… - Abstract and applied …, 2012 - Wiley Online Library
On Some Recent Developments in Ulam′s Type Stability - Brillouët-Belluot - 2012 -
Abstract and Applied Analysis - Wiley Online Library Skip to Article Content Skip to Article …
Abstract and Applied Analysis - Wiley Online Library Skip to Article Content Skip to Article …
[图书][B] Stability of functional equations in random normed spaces
This book discusses the rapidly developing subject of mathematical analysis that deals
primarily with stability of functional equations in generalized spaces. The fundamental …
primarily with stability of functional equations in generalized spaces. The fundamental …
[图书][B] Stability of functional equations in Banach algebras
Beginning around the year 1980, the topic of approximate homomorphisms and derivations
and their stability theory in the field of functional equations and inequalities was taken up by …
and their stability theory in the field of functional equations and inequalities was taken up by …
Hyperstability of general linear functional equation
A Bahyrycz, J Olko - Aequationes mathematicae, 2016 - Springer
Our purpose is to investigate criteria for hyperstability of linear type functional equations. We
prove that a function satisfying the equation approximately in some sense, must be a …
prove that a function satisfying the equation approximately in some sense, must be a …
[HTML][HTML] On the best constant in Hyers–Ulam stability of some positive linear operators
On the best constant in Hyers–Ulam stability of some positive linear operators - ScienceDirect
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On Hyers–Ulam stability of generalized linear functional equation and its induced Hyers–Ulam programming problem
D Zhang - Aequationes mathematicae, 2016 - Springer
We propose a new approach called Hyers–Ulam programming to discriminate whether a
generalized linear functional equation, with the form i= 1^ m L_if (j= 1^ n a_ ij x_j)= 0∑ i= 1 …
generalized linear functional equation, with the form i= 1^ m L_if (j= 1^ n a_ ij x_j)= 0∑ i= 1 …
On Hyers–Ulam stability of fractional differential equations with Prabhakar derivatives
MH Derakhshan, A Ansari - Analysis, 2018 - degruyter.com
In this article, we study the Hyers–Ulam stability of the linear and nonlinear fractional
differential equations with the Prabhakar derivative. By using the Laplace transform, we …
differential equations with the Prabhakar derivative. By using the Laplace transform, we …
[HTML][HTML] On the stability of some classical operators from approximation theory
On the stability of some classical operators from approximation theory - ScienceDirect Skip to
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A functional definition of polynomial for connected Lie groups
A Molla, S Nicolay - Journal of Mathematical Analysis and Applications, 2024 - Elsevier
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A Bernstein-Schnabl type operator
AM Acu, M Dancs, M Heilmann, V Paşca… - Applicable Analysis and …, 2022 - JSTOR
We consider a sequence of positive linear operators Ln of Bernstein-Schnabl type. It was
studied in the literature from various points of view; we provide new properties of it. The …
studied in the literature from various points of view; we provide new properties of it. The …