some fixed point theorems in sequential g-metric spaces and their application to the solvability of a system of integral equations

The goal of this work is to demonstrate some fixed point theorems for jscontractions over sequential g-metric spaces that are not necessarily continuous in any variable and do not enjoy the triangle inequality. this new space is a generalization of standard g-metric spaces and gb-metric spaces. additionally, a related application and an illustrated example are included to verify the accuracy of the findings.