论文标题
具有给定尺寸和匹配数字的图表上的光谱极端问题
A spectral extremal problem on graphs with given size and matching number
论文作者
论文摘要
Brualdi和Hoffman（1985）提出了确定给定尺寸的图形最大光谱半径的问题。在本文中，我们考虑了带有给定匹配数字的图形的Brualdi-Hoffman类型问题。获得了具有给定尺寸和匹配数字的图形的最大$ q $ - 光谱半径，还确定了相应的极端图。
Brualdi and Hoffman (1985) proposed the problem of determining the maximal spectral radius of graphs with given size. In this paper, we consider the Brualdi-Hoffman type problem of graphs with given matching number. The maximal $Q$-spectral radius of graphs with given size and matching number is obtained, and the corresponding extremal graphs are also determined.
