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Characterization of graphs with given order, given size and given matching number that minimize nullity

机译:具有给定顺序,给定大小和给定匹配数的图形的特征​​,可最大程度地减少无效性

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摘要

Let G = (V(G), E(G)) be a finite undirected graph without loops and multiple edges, c(G) = vertical bar E(G)vertical bar - vertical bar V(G)vertical bar + theta(G) be the dimension of cycle spaces of G with theta(G) the number of connected components of G, m(G) be the matching number of G, and eta(G) be the nullity of G. It was shown in Wang and Wong (2014) that the nullity eta(G) of G is bounded by an upper bound and a lower bound as
机译:令G =(V(G),E(G))是一个无环且没有多个边的有限无向图,c(G)=垂直线E(G)垂直线-垂直线V(G)垂直线+ theta( G)是G的循环空间的维数,其中theta(G)是G的连接分量的数目,m(G)是G的匹配数,而eta(G)是G的零值。和Wong(2014),G的无效性eta(G)的上限和下限为

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