论文标题
四维全体形态理论的Feynman图和操作系统
Feynman Diagrams in Four-Dimensional Holomorphic Theories and the Operatope
论文作者
论文摘要
我们研究了一类通用的Feynman积分，这些积分出现在四维全体形态理论中。我们将积分作为在循环动量空间（又称````operatope''''）的傅立叶变换。我们得出了一组二次递归关系，这些关系似乎完全确定了最终答案。我们的策略可以应用于非常一般的扭曲超对称量子场理论。
We study a class of universal Feynman integrals which appear in four-dimensional holomorphic theories. We recast the integrals as the Fourier transform of a certain polytope in the space of loop momenta (aka the ``Operatope''). We derive a set of quadratic recursion relations which appear to fully determine the final answer. Our strategy can be applied to a very general class of twisted supersymmetric quantum field theories.
