Computation of Wiener and Hyper Wiener Indices in Several B-Complex Vitamins

Abstract

B vitamins are crucial for the proper functioning of our body. Vitamin B complex, comprising eight essential vitamins, supports growth and sustains energy levels. Graph theory aids chemists in systematically molecular modeling structures and reactions. Topological indices serve as mathematical descriptors, analyzing physicochemical properties. In this work, four B complex Vitamins—B1, B2, B3, and B6—are examined. The investigation centers on utilizing the distance matrix. It computes both the Wiener Index and Hyper Wiener Index, providing valuable perceptions toward the structural attributes of these vitamins. The outcomes of these metrics are systematically compared with the respective molecular weights of the vitamins. This comparison offers a comprehensive understanding of their chemical characteristics. It delves into the relationship among the structural features, topological indices, and molecular weights of essential B-complex vitamins. This paper explores enhancing our understanding of their biochemical roles and potential applications in health and medicine.