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The irregularity of graphs under graph operations

机译:图表操作下的图的不规则性

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摘要

The irregularity of a simple undirected graph G was defined by Albertson [5] as irr(G) = ∑_(uv∈E(G)) |d_(G)(u) ? d_(G)(v)|, where d_(G)(u) denotes the degree of a vertex u ∈ V (G). In this paper we consider the irregularity of graphs under several graph operations including join, Cartesian product, direct product, strong product, corona product, lexicographic product, disjunction and sym- metric difference. We give exact expressions or (sharp) upper bounds on the irregularity of graphs under the above mentioned operations.
机译:简单的无向图G的不规则性由Albertson [5]定义为IRR(g)=σ_(UV∈E(g))| d_(g)(u)? d_(g)(v)|,其中d_(g)(u)表示顶点U∈V(g)的程度。在本文中,我们考虑了几种图表操作下的图表的不规则性,包括加入,笛卡尔产品,直接产品,强产品,电晕产品,词典产品,分离和对称差异。我们在上述操作下给出了确切的表达或(夏普)的上限。

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