Topological lattice descriptors of graphene sheets with fullerene-like nanostruct
Polynomial behaviour of the Wiener index for infinite chemical graphs is subject here to a generalisation to structures with topological dimensionality d(T) > 1. This allows a pure topological analysis of relative chemical stability of graphite lattice portions and fullerene fragments (nanocones) built around a pentagonal face. The Wiener index of
Iglesias-Groth, S. et al.
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3
2010
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