The General Exponential form of a Symbolic Plithogenic Complex Numbers

Yaser Ahmad Alhasan^1,* , Raja Abdullah Abdulfatah², Suliman Sheen³

¹Deanship of the Preparatory Year, Prince Sattam bin Abdulaziz University, Alkharj, SaudiArabia

²Deanship the Preparatory Year, Prince Sattam bin Abdulaziz University, Alkharj, Saudi Arabia

³Deanship of the Preparatory Year, Prince Sattam bin Abdulaziz University, Alkharj, SaudiArabia

Emails: y.alhasan@psau.edu.sa; r.abdulfatah@psau.edu.sa; S.almleh@psau.edu.sa

*Corresponding author: y.alhasan@psau.edu.sa

Abstract

In this study, we defined a symbolic plithogenic complex number's general exponential form. A symbolic plithogenic complex number's general trigonometric form was defined. Theories have been supported by evidence showing how to find the general exponential form's conjugate for symbolic plithogenic complex numbers, division for symbolic plithogenic complex numbers, multiplication for two symbolic plithogenic complex numbers, and inversion for symbolic plithogenic complex numbers.

Keywords: symbolic plithogenic complex numbers; trigonometric form; the exponential form.