We study the graph energy from a cooperative game viewpoint. We introduce \emph{the graph energy game} and show various properties. In particular, we see that it is a superadditive game and that the energy of a vertex, as defined in Arizmendi and Juarez-Romero (2018), belongs to the core of the game. These properties imply new bounds for the energy of graphs. We also consider a version based on $p$-Schatten norms.

翻译：我们从合作游戏的角度来研究图形能量。 我们引入 \ emph{ 图形能量游戏} 并显示各种特性。 特别是, 我们发现这是一个超附加游戏, 而Arizmendi 和 Juarez- Romero (2018年) 定义的顶点能量属于游戏的核心。 这些特性意味着图形能量的新界限。 我们还考虑一个基于 $p$- Schatten 规范的版本 。