FIXED POINT THEOREMS WITH $\mathcal{P}$-${C}$-CONTRACTION IN PARTIALLY ORDERED MODULAR METRICS SPACES

This study aims to broaden the understanding of $\mathcal{P}$-$C$ contracts in the context of partially ordered modular metric spaces. In both monotonic and non-monotonic mappings in these spaces, fixed point results have been obtained using this idea. An illustration is provided to demonstrate our key findings. All findings are new and generalize the results of Chaipuniya et al. [12] and Amor et al. [8].