Fixed Point Theorem for (\(\Phi\), \(\mathfrak{F}\))– Expansive Mappings in Cone b-Metric Spaces over Banach Algebra

The class functions and are used in this paper to establish the notion of fixed point theorem on expansive mappings. primary result is a generalization for (\(\Phi\), \(\mathfrak{F}\)) mappings cone -metric spaces over Banach algebra \(\mathfrak{V}\). Investigated point's criteria existence uniqueness. Additionally, provide an illustration.