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Browsing by Author "Muhammad, Mehwish Hussain"

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    Article
    On Degree Based Topological Co-Indices of Graphite Carbon Nitride
    (Taylor & Francis Ltd, 2022) Huang, Rongbing; Muhammad, Mehwish Hussain; Siddiqui, Muhammad Kamran; Nasir, Muhammad; Cancan, Murat
    Topological coindices are topological indices that considers the non-contiguous sets of vertices. By utilizing graph basic investigation and deduction, we study the previously mentioned topological coindices of some synthetic atomic graphs that as often as possible show up in clinical, synthetic, and material designing, for example, Graphite Carbon Nitride GC(3)N(4)[n] and acquire the calculation formulae of the coindices of Graphite Carbon Nitride GC(3)N(4)[n]. Besides, we investigate the outcomes by MATLAB and acquire the relationship of the coindices which they portray the physcio-substance properties.
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    Article
    Topological Properties of Nanostar Dendrimer and Smart Polymer
    (Hindawi Ltd, 2020) Rashid, Muhammad Aamer; Ahmad, Sarfraz; Cancan, Murat; Muhammad, Mehwish Hussain
    The nanostar dendrimers are a piece of another gathering of macromolecules that seem, by all accounts, to be photon pipes simply like counterfeit reception apparatuses. In addition, nanostar dendrimers are one of the fundamental stuffs of nanobiotechnology. The smart polymers are large-scale particles that show an emotional physioconcoction change because of little changes in their condition, for example, temperature, pH, light, attractive field, and ionic variables. A topological record of a graph G is a numeric quantity notorious with G which portrays subatomic diagram G. In this paper, we decide first and second Zagreb indices, hyper-Zagreb index, first multiple Zagreb index, second numerous Zagreb index, and Zagreb polynomials for nanostar dendrimer and smart polymer.