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The Grassmannian and the Twistor String: Connecting All Trees in N=4 SYM

机译:Grassmannian和Twistor字符串:在N = 4 sYm中连接所有树

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摘要

We present a new, explicit formula for all tree-level amplitudes in N=4 superYang-Mills. The formula is written as a certain contour integral of theconnected prescription of Witten's twistor string, expressed in link variables.A very simple deformation of the integrand gives directly the Grassmannianintegrand proposed by Arkani-Hamed et al. together with the explicit contour ofintegration. The integral is derived by iteratively adding particles to theGrassmannian integral, one particle at a time, and makes manifest both parityand soft limits. The formula is shown to be related to those given by Dolan andGoddard, and generalizes the results of earlier work for NMHV and N^2MHV to allN^(k-2)MHV tree amplitudes in N=4 super Yang-Mills.
机译:我们为N = 4 superYang-Mills中的所有树级幅度提供了一个新的显式公式。该公式被写成维滕捻线的关联处方的某个轮廓积分,用链接变量表示。该积分的非常简单的变形直接给出了Arkani-Hamed等人提出的Grassmannian积分。以及明确的整合轮廓。积分是通过将粒子迭代添加到Grassmannian积分中而得出的,一次一次是一个粒子,并同时显示奇偶校验和软极限。该公式表明与Dolan和Goddard给出的公式有关,并且将NMHV和N ^ 2MHV的早期工作的结果推广到N = 4超级杨米尔斯的所有N ^(k-2)MHV树幅。

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