Computing Antimagic Labeling of Lattically Designed Symmetric Networks

In this article, we address the super edge-antimagic total labeling of the hexagonal lattice
$HTT_{m,n}$
and two non-isomorphic forms of prismatic lattice
$PTT_{m,n}$
. The aforementioned classes are symmetric lattices involving the finite chain of tripartite networks. Our article further closes with the summary,
$3D$
- graphical illustrations and a practical example of our findings.