An Analytical Approach to Fixed Point results for Sehgal Guseman Contraction in Extended b−Metric Spaces

This article investigates Sehgal Guseman contraction and develops innovative fixed-point results in the context of extended b-metric spaces. The discoveries improve and broaden previous findings in fixed-point theory, thereby contributing to the advancement of metric space research. We also provide an illustrated examples to back up our theoretical findings.