论文标题
超越单个椭圆曲线
Beyond a single elliptic curve
论文作者
论文摘要
在本次演讲中，我们讨论了两条椭圆曲线的相互作用，这些曲线发生在Feynman积分的不同子部门中。我们根据两条椭圆曲线分析了特定的Feynman积分不可或缺，并在$ \ varepsilon $ -form中得出相关的微分方程。我们讨论了微分方程的混合条目，该方程取决于这两种椭圆曲线。
In this talk we discuss the interplay of two elliptic curves, which occur in different sub-sectors of Feynman integrals. We analyse a particular Feynman integral depending on two elliptic curves and derive an associated differential equation in $\varepsilon$-form. We discuss the mixed entries of the differential equation, which depend on both elliptic curves.
