AU - Naghipour, A. R. TI - On the Zero-divisor Cayley Graph of a Finite Commutative Ring PT - JOURNAL ARTICLE TA - IJMSI JN - IJMSI VO - 12 VI - 1 IP - 1 4099 - http://ijmsi.ir/article-1-632-en.html 4100 - http://ijmsi.ir/article-1-632-en.pdf SO - IJMSI 1 ABĀ  - Let R be a fnite commutative ring and N(R) be the set of non unit elements of R. The non unit graph of R, denoted by Gamma(R), is the graph obtained by setting all the elements of N(R) to be the vertices and defning distinct vertices x and y to be adjacent if and only if x - yin N(R). In this paper, the basic properties of Gamma(R) are investigated and some characterization results regarding connectedness, girth and planarity of Gamma(R) are given. CP - IRAN IN - LG - eng PB - IJMSI PG - 95 PT - Research paper YR - 2017