Browsing by Author "Nigar, N."

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    On Ve-Degree and Ev-Degree Based Topological Invariants of Chemical Structures
    (Utilitas Mathematica Publishing Inc., 2024) Nigar, N.; Alam, S.M.; Rasheed, M.W.; Farahani, M.R.; Alaeiyan, M.; Cancan, M.
    In the realm of graph theory, recent developments have introduced novel concepts, notably the νε-degree and εν-degree, offering expedited computations compared to traditional degree-based topological indices (TIs). These TIs serve as indispensable molecular descriptors for assessing chemical compound characteristics. This manuscript aims to meticulously compute a spectrum of TIs for silicon carbide SiC4-I[r, s], with a specific focus on the εν-degree Zagreb index, the νε-degree Geometric-Arithmetic index, the εν-degree Randić index, the νε-degree Atom-bond connectivity index, the νε-degree Harmonic index, and the νε-degree Sum connectivity index. This study contributes to the ongoing advancement of graph theory applications in chemical compound analysis, elucidating the nuanced structural properties inherent in silicon carbide molecules. © 2024 Utilitas Mathematica Publishing Inc.. All rights reserved.