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The general Zagreb index of lattice networks
A topological index is a real number which is derived from a network or a
graph by mathematically that characterizes the whole of its structural
properties. Recently, there are various topological indices that have been
introduced in mathematical chemistry to predict the properties of molecular
topology. Among, the degree based topological indices such as Zagreb indices,
forgotten topological index, redefined Zagreb index, Randic index, general
first Zagreb index, symmetric division deg index and hence so forth are most
important, because of their chemical significance. In this work, we study the
general Zagreb index of hexagonal and triangular lattice networks