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In this article, we employ a version of some fixed point theory (FPT) to obtain stability results for the symmetric functional equation (FE) of q-Wright affine functions in non-Archimedean (n,β)-Banach spaces (nArch(n,β)-BS). Furthermore, we give some interesting consequences of our results. In this way, we generalize several earlier outcomes.

Stability of the Equation of q-Wright Affine Functions in Non-Archimedean (n,β)-Banach Spaces