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[HTML][HTML] Quantum Laplace Transforms for the Ulam–Hyers Stability of Certain q-Difference Equations of the Caputo-like Type
We aim to investigate the stability property for the certain linear and nonlinear fractional q-
difference equations in the Ulam–Hyers and Ulam–Hyers–Rassias sense. To achieve this …
difference equations in the Ulam–Hyers and Ulam–Hyers–Rassias sense. To achieve this …
Stability of functional inequality in digital metric space
In the present article, the Hyers–Ulam stability of the following inequality is analyzed: 0.1 {d
(f (ı+ ȷ),(f (ı)+ f (ȷ)))≤ d (ρ 1 ((f (ı+ ȷ)+ f (ı− ȷ), 2 f (ı))) d (f (ı+ ȷ),(f (ı)+ f (ȷ)))≤+ d (ρ 2 (2 f (ı+ …
(f (ı+ ȷ),(f (ı)+ f (ȷ)))≤ d (ρ 1 ((f (ı+ ȷ)+ f (ı− ȷ), 2 f (ı))) d (f (ı+ ȷ),(f (ı)+ f (ȷ)))≤+ d (ρ 2 (2 f (ı+ …
Generalized Ternary Hom-Derivations and Jensen -Functional Equation: Solving and Stability
Z Heydarpour, K Ghafarnezhad - Journal of Mathematical Extension, 2024 - ijmex.com
Abstract In this research, we aim to present the concept of the new generalized Jensen $\rho
$-functional equation. Next, by utilizing ternary homomorphisms and derivations, we define …
$-functional equation. Next, by utilizing ternary homomorphisms and derivations, we define …