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On the skew energy of oriented unicyclic digraphs

机译:定向单圈有向图的偏能量

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The concept of the skew energy of a digraph was introduced by Adiga, Balakrishnan and So in 2010. Let G be an oriented graph of order n and λ_1, λ_2,..., λ_n denote all the eigenvalues of the skew-adjacency matrix of G. The skew energy ε_s(G) = ∑_(i=1)~n|λ_i|. Hou, Shen and Zhang determined the minimal and the second minimal skew energy of the oriented unicyclic graphs. In this paper, the oriented unicyclic graphs with the third, fourth and fifth minimal skew energy are characterized, respectively.
机译:有向图的偏斜能量的概念由Adiga,Balakrishnan等在2010年引入。令G为n阶的有向图,λ_1,λ_2,...,λ_n表示图的偏斜邻接矩阵的所有特征值。 G.偏斜能量ε_s(G)= ∑_(i = 1)〜n |λ_i|。侯,沉和张确定了定向单环图的最小和第二最小偏斜能量。本文分别描述了具有第三,第四和第五最小偏斜能量的定向单环图。

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