Solving System of Linear Equations Using Common Fixed Point Theorems in Bicomplex Valued Metric Spaces

Abstract

The aim of the present research article is to solve the system of linear equations using common fixed point theorems in the context of bicomplex valued metric spaces. To obtain our main objective, we introduce generalized contractive conditions in bicomplex valued metric spaces and establish common fixed point theorems for self mappings. We also give a significant example to demonstrate the legitimacy of the given theorems.

Keywords

• system of linear equations
• common fixed point
• bicomplex valued metric space
• closed ball
• self mappings