Upper Bound Sequences of Rotationally Symmetric Triangular Prism Constructed as Halin Graph Using Local Fractional Metric Dimension
Mamoona Farooq, Asif Abd ur Rehman, Muhammad Khalid Mahmood, Daud Ahmad · VFAST Transactions on Mathematics · 2021
In this paper, we consider rotationally symmetric traingular planar network with possible planar symmetries. We find local fractional metric dimension of planar symmetries. The objective is to search sequences of local fractional metric dimension of triangular prism planar networks by joining different copies. We propose and prove generalized formulas of all sequences for local fractinal metricdimension over triangular prism.