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Comments on 'On Integral Graphs Which Belong to the Class (alpha K-a,K-b)over-bar)over bar>'' [Graphs Comb. 19, 527-532 (2003)]

机译:评论“在整体图上属于类(Alpha K-A,K-B)过度栏的”图“[图形梳子。19,527-532(2003)]

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摘要

Lepovic ' gave a characterization of integral graphs of the form aKa; b in ``On Integral Graphs Which Belong to the Class aKa;b'' [Graphs Comb. 19, 527-532 (2003)]. However, for majority of the graphs aKa; b declared to be integral in this result, their spectrum also includes non-integer eigenvalues 1 ffiffiffiffiffi abp. Here we correct this result and indicate that integral graphs of this form are indeed very rare.
机译:Lepovic'给出了形式AKA的整体图; b在'`上属于Aka类的积分图; b''[图形梳子。 19,527-532(2003)]。 但是,对于大多数图形又名; b在此结果中声明是集成的,它们的频谱还包括非整数特征值1 ffiffiffiffiffi abp。 在这里,我们纠正了这个结果,并表明这种形式的整体图确实非常罕见。

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