论文标题
彩色平面$ ϕ^n $在所有循环订单中的零件的理论，用于从feynman图中散射过程
Quivers for coloured planar $ϕ^n$ theories at all loop orders for scattering processes from Feynman diagrams
论文作者
论文摘要
我们介绍了类似Feynman的规则，以计算两个循环的Quivers，并为彩色平面$ ϕ^3 $理论计算零绕组数零。我们在几种情况下证明了这一点。然后，我们将其进一步扩展到任何n的$ ϕ^n $理论的情况。我们还为混合理论构建了纪念物。我们在所有循环顺序上执行此操作。
We introduce Feynman-like rules to compute quivers for two loops and higher for the coloured planar $ϕ^3$ theory for winding number zero. We demonstrate this for a few cases. Then we extend this further to the case of $ϕ^n$ theories, for any n. We also construct the quivers for mixed theories. We do this at all loop order.
