On The Symbolic 3-Plithogenic Real Functions by Using Special AH-Isometry

Abstract

Symbolic 3-plithogenic sets as a generalization of classical concept of sets were
applicable to algebraic structures. The symbolic 3-plithogenic rings and fields are
good generalizations of classical corresponding systems.
In this paper, we study the symbolic 3-plithogenic real functions with one variable
by using a special algebraic function called AH-isometry. In addition, we discuss
the symbolic 3-plithogenic simple differential equations and conic sections by
using this isometry. Also, many examples will be presented to explain the novelty
of this work.