New Fixed Point Theorem for Generalized Expansion Mappings Utilizing Banach Algebra in \(G \)-CMSs, volume=16, url=https://www.rgnpublications.com/journals/index.php/cma/article/view/2923, DOI=10.26713/cma.v16i1.2923, abstractNote= Beg et al. [3, 4] were the first to propose generalized cone metric spaces as a comprehensive framework. They established the presence of fixed points in cone metrics for mappings and generalized metric spaces that adhere to specific contractive conditions. In our article, we introduce novel findings concerning fixed points within the context of \(G \)-Cone Metric Spaces using Banach Algebras (referred to as \(G \)-CMSBA) by utilizing generalized expansion mappings within the framework of Banach algebras. , number=1, journal=Communications in Mathematics and Applications, author=Mishra, Anil Kumar and Padmavati, year=2025, month=Jul., pages=55–65