Results 11 to 20 of about 3,894 (258)
, 2021 The aim of this paper is to introduce and solve the following p-radical functional equation related to Drygas mappings f is a mapping from R into a vector space X and p ≥ 3 is an odd natural number.
Mustapha Esseghyr Hryrou +2 more
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On the E-Hyperstability of the Inhomogeneous σ-Jensen’s Functional Equation on Semigroups
Abstract and Applied Analysis, 2023 In this paper, we study the hyperstability problem for the well-known σ-Jensen’s functional equation fxy+fxσy=2fx for all x,y∈S, where S is a semigroup and σ is an involution of S. We present sufficient conditions on E⊂ℝ+S2 so that the inhomogeneous form
M. Sirouni, S. Kabbaj
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Hyperstability of the Drygas Functional Equation [PDF]
Journal of Function Spaces and Applications, 2013 We use the fixed point theorem for functional spaces to obtain the hyperstability result for the Drygas functional equation on a restricted domain. Namely, we show that a function satisfying the Drygas equation approximately must be exactly the solution ...
Magdalena Piszczek, Joanna Szczawińska
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MathematicsIn this paper, we deduce some hyperstability results for a generalized class of homogeneous Pexiderized functional equations, expressed as ∑ρ∈Γfxρ.y=ℓf(x)+ℓg(y), x,y∈M, which is inspired by the concept of Ulam stability.
Rashad M. Asharabi, Muaadh Almahalebi
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Disc-associated proteins mediate the unusual hyperstability of the ventral disc in Giardia lamblia.
J Cell Sci, 2020 Giardia lamblia, a widespread parasitic protozoan, attaches to the host gastrointestinal epithelium using the ventral disc, a complex microtubule (MT) organelle.
Nosala C +7 more
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Characterization, stability and hyperstability of multi-quadratic–cubic mappings
Journal of Inequalities and Applications, 2021 In this paper, we unify the system of functional equations defining a multi-quadratic–cubic mapping to a single equation. Applying a fixed point theorem, we study the generalized Hyers–Ulam stability of multi-quadratic–cubic mappings.
Abasalt Bodaghi, Ajda Fošner
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Analyzing hyperstable population models [PDF]
Demographic Research, 2023 OBJECTIVE: Few methods are available for analyzing populations with changing rates. Here hyperstable models are presented and substantially extended to facilitate such analyses. METHODS: Hyperstable models, where a known birth trajectory yields a consistent set of age-specific birth rates, are set out in both discrete and continuous form.
Robert Schoen
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Stability and Hyperstability of Ternary Hom-Multiplier on Ternary Banach Algebra
AxiomsIn this article, we investigate the 3D additive-type functional equation. Next, we introduce the ternary hom-multiplier in ternary Banach algebras using the concepts of ternary homomorphisms and ternary multipliers.
Vahid Keshavarz +2 more
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Hyperstable alkenes: are they remarkably unreactive? [PDF]
Chem SciMaier and Schleyer first identified in silico that certain cage bicyclic olefins (alkenes) as “hyperstable”, and predicted them to be “remarkably unreactive”. However, this only applies to hydrogenation, as they were observed to undergo oxidation.
Summersgill MD +6 more
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Hyperstability of a functional equation [PDF]
Acta Mathematica Hungarica, 2009 9 ...
Eszter Gselmann
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