Abstract
In this paper, we study the graph theoretic properties of the zero divisor graph Γ(L) of a pm-lattice L. We have characterized the diameter and the eccentricity of Γ(L) when L is a semiprimitive pm-lattice. Further, an algebraic and a topological characterization is given for the graph Γ(L) to be triangulated or hyper-triangulated.
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