فهرست مقالات Muhammed   Raji

  • مقاله

    1 - ‎Nonlinear Contraction Mappings in b-metric Space and Related Fixed Point Results with Application
    Muhammed Raji Arvind Kumar Rajpoot Laxmi Rathour Lakshmi Narayan Mishra Vishnu Narayan Mishra
    Transactions on Fuzzy Sets and Systems , مقالات زودآیند
    The paper aims to introduce some fixed point results in the setting of sequential compact b-metric spaces to prove Eldeisten-Suzuki-type contraction for self-mappings‎. ‎These contributions extend the existing literature on fixed point for ordered metric spaces and fixe چکیده کامل
    The paper aims to introduce some fixed point results in the setting of sequential compact b-metric spaces to prove Eldeisten-Suzuki-type contraction for self-mappings‎. ‎These contributions extend the existing literature on fixed point for ordered metric spaces and fixed point theory‎. ‎Through illustrative examples‎, ‎we showcase the practical applicability of our proposed notions and results‎, ‎demonstrating their effectiveness in real-world scenarios‎. پرونده مقاله
  • مقاله

    2 - ‎Fuzzy Cone Metric Spaces and Fixed Point Theorems for Fuzzy Type Contraction
    Muhammed Raji Laxmi Rathour Lakshmi Narayan Mishra Vishnu Narayan Mishra
    Transactions on Fuzzy Sets and Systems , مقالات زودآیند
    The paper aims to introduce novel concepts of fuzzy type contractions and establish fixed point theorems for fuzzy mappings within the framework of fuzzy cone metric spaces‎. ‎These contributions extend the existing literature on fuzzy mappings and fixed point theory‎. چکیده کامل
    The paper aims to introduce novel concepts of fuzzy type contractions and establish fixed point theorems for fuzzy mappings within the framework of fuzzy cone metric spaces‎. ‎These contributions extend the existing literature on fuzzy mappings and fixed point theory‎. ‎Through illustrative examples‎, ‎we showcase the practical applicability of our proposed notions and results‎, ‎demonstrating their effectiveness in real-world scenarios‎. پرونده مقاله
  • مقاله

    3 - ‎Fuzzy Metric Spaces and Corresponding Fixed Point Theorems for Fuzzy Type Contraction
    Musa Adeku Ibrahim Muhammed Raji Kamilu Rauf
    Transactions on Fuzzy Sets and Systems , مقالات زودآیند
    In this paper‎, ‎we present innovative concepts of fuzzy type contractions and leverage them to establish fixed point theorems for fuzzy mappings within the framework of fuzzy metric spaces‎. ‎The results of this article are applied to multivalued mappings and fuzzy ma چکیده کامل
    In this paper‎, ‎we present innovative concepts of fuzzy type contractions and leverage them to establish fixed point theorems for fuzzy mappings within the framework of fuzzy metric spaces‎. ‎The results of this article are applied to multivalued mappings and fuzzy mappings for contractive fuzzy type mappings‎. ‎Through illustrative examples‎, ‎we showcase the practical applicability of our proposed notions and results‎, ‎demonstrating their effectiveness in real-world scenarios‎. پرونده مقاله

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