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Information Journal Paper

Title

On intersection minimal ideal graph of a ring

Pages

  1-9

Abstract

 For a ring R, the intersection Minimal Ideal graph, denoted by ∧(R), is a simple undirected graph whose vertices are proper non-zero (right) ideals of R and any two distinct vertices I1 and I2 are adjacent if and only if I1 ∩ I2 is a Minimal Ideal of R. In this article, we explore connectedness, clique number, split character, planarity, independence number, domination number of ∧(R).

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