Some Fixed Point Theorems in Asymmetric Strong b-Metric Space
摘要
The Primal endeavor of this manuscript is to demonstrate the theorems of fixed point in asymmetric strong b-Metric Space. Using Modified almost contractions, Existence and Uniqueness of fixed points are proved. Furthermore, we generalize the theorem of Nadler’s Multi-Valued mapping in the environment of asymmetric strong b-metric space. The results were obtained by the use of simple processes.