Novel supply chain decision making model under m-polar quadripartitioned neutrosophic environment

The current state of the universe is shifting towards multi-polarity, a well-established phenomenon that plays a crucial role across various scientific and technological fields, particularly in information and data domains. In this study, we propose the concept of m-polar quadripartitioned neutrosophic sets and explore their graphical representations, presenting key findings. We introduce novel operations on m-polar quadripartitioned neutrosophic graphs, such as the strong product and direct product. Additionally, we discuss concepts like complement, homomorphism, isomorphism, weak and co-weak isomorphism within the context of m-polar neutrosophic graphs. Furthermore, we elucidate several associated properties and theorems concerning m-polar quadripartitioned neutrosophic graphs. Finally, we demonstrate the practical application of our findings in a supply chain management model.