On the representation of non-Archimedean objects

Fixed Point And Hyers-ulam-rassias Stability Of A Quadratic Functional Equation In Menger Probabilistic Normed Spaces

“…Some authors considered the stability of quadratic functional equation random normed space [22] . By fixed point methods , the stability problems of several functional equations have been extensively investigated by a number of authors(see [9], [10], [11]) .…”

Orthogonality and Linear Mappings in Banach Modules

“…In 1897, Hensel [19] introduced a normed space which does not have the Archimedean property. It turned out that non-Archimedean spaces have many nice applications (see [12,27,28,35]). …”

A General System of Nonlinear Functional Equations in Non-Archimedean Spaces

“…It has been turned out that non-Archimedean spaces have many useful applications in quantum physics, p-adic strings and superstrings (see [5,18,19,24]). The proofs for non-Archimedean spaces are essentially different and entirely require new kind of intuition (see for instance [3,9,10,23,25,32] Probabilistic normed spaces were first defined by Serstnev in 1962 (see [30]).…”