论文标题
帕夫斯和Smaldore的建筑笔记
A Note on a Construction by Pavese and Smaldore
论文作者
论文摘要
最近，Pavese和Smaldore以$ Q> 2 $的价格构建了$ NU（5，Q^2）$的图形。我们证明他们的构造适用于$ nu（n，q^2）$，$ n \ geq 5 $。因此，没有图形$ nu（n，q^2）$，$ n \ geq 5 $由它们的频谱确定。
Recently, Pavese and Smaldore constructed graphs cospectral to $NU(5, q^2)$ for $q>2$. We show that their construction works for $NU(n, q^2)$, $n \geq 5$. Hence, none of the graphs $NU(n, q^2)$, $n \geq 5$, are determined by their spectrum.
