Fixed Point Theorems in Bicomplex Partial S Metric Spaces and Applications to Boundary Value Problems

In this article, we extend the concept of bicomplex partial metric space to bicomplex partial S metric spaces and apply this extension to determine fixed points for generalized contractions. Our findings extend and enhance existing results in this field. To illustrate the significance and applicability of our main result, we present several examples. Furthermore, our results are employed to explore the existence of solutions for two-point boundary value problems. © (2024), (International Association of Engineers). All Rights Reserved.