Contents V.11, N.1, 2020

  • A REAL GENERALIZATION OF THE DASS-GUPTA FIXED POINT THEOREM
    MUHAMMAD NAZAM, HASSEN AYDI, MUHAMMAD ARSHAD (pp. 109-118)

    • Abstract.

    In this paper, we investigate the existence of a unique fixed point of self-mappings satisfying the dualistic Dass-Gupta contractions defined on a complete dualistic partial metric space under the influence of convergence comparison property. As an application, we demonstrate the existence and uniqueness of the solution of functional equations in dynamic programming.

    Keywords:

    fixed point, dualistic partial metric spaces, functional equations.

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