Product-Set Labeling of Some Zero-Divisor Graphs and its Line Graph

Let G = (V, E) be a graph with p vertices and q edges. A has product-set labeling if there exist an injective function f: V(G) → P (N) such that the induced edge f∗: P(N) is defined as f∗ (μν) f (μ) ∗ (ν) ∀μ, ν ∈ E(G).f {ab: (μ), b }. In this paper we investigate how works for zero-divisor line of graphs.