‎ The fixed point method‎,‎ which is the second most popular technique‎‎ of proving the Hyers-
Ulam stability of functional equations‎,‎ was‎‎ used for the first time in 1991 by JA‎.‎ Baker who …

In this paper, we prove the superstability of ternary Jordan C< sup>*-homomorphisms
associated with the following Cauchy-Jensen functional equation: f (x+ y/2+ z)+ f (x+ z/2+ y)+ …

Let A be a ternary Banach algebra with norm||-||< sub> A and B be a ternary Banach algebra
with norm||-||< sub> B. A mapping D: A→ B is called a ternary quadratic derivation if D be a …

Let A, B be two ternary algebras. A mapping H: A→ B is called a ternary cubic
homomorphism if H is a cubic function, which satisfies: H ([x, y, z])=[H (x), H (y), H (z)] for all …

Petr Novotný and Jiřĺ Hrivnák [14] investigated and generalized the concept of Lie
derivations via certain complex parameters and obtained various Lie and Jordan operator …

In the current work, we obtain the general solution of the following generalized cubic
functional equation &f (x+ my)+ f (x-my)\&\quad= 2\left (2\cos\left (m π 2\right)+ m^ 2-1\right) f …

Let A be a C∗-ternary algebra. A C-bilinear T: A× A→ A is called a C∗-ternary algebra bi-
multiplier, if it satisfies T ([abc], d)=[T (a, b) cd]⁠, T (a,[bcd])=[ab T (c, d)] for all a, b, c, d∊ A⁠ …

A FIXED-POINT METHOD FOR PERTURBATION OF HIGHER RING DERIVATIONS IN NON-ARCHIMEDEAN
BANACH ALGEBRAS Page 1 International Journal of Geometric Methods in Modern Physics …

We prove the generalized Hyers‐Ulam stability of homomorphisms and derivations on non‐
Archimedean Banach algebras. Moreover, we prove the superstability of homomorphisms …

AQCQ‐Functional Equation in Non‐Archimedean Normed Spaces - Gordji - 2010 - Abstract and
Applied Analysis - Wiley Online Library Skip to Article Content Skip to Article Information Wiley …