Several lattice structures which can also be thought as graphs are useful in the study of large networks. A recently defined and studied class of such networks are snake graphs. Following the works on square snake graphs, in this work, we study 15 topological graph indices from the class of Zagreb indices of some interesting lattice structures called as double square snake graphs. We use vertex and edge partitions of these graphs and calculate their indices by means of these partitions.


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  Majhi, Bhairaba Kumar, Cangul, Ismail Naci, Mahalank, Pushpalatha