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New relations for Einstein–Yang–Mills amplitudes

机译:爱因斯坦-杨-米尔斯振幅的新关系

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摘要

We obtain new relations between Einstein–Yang–Mills (EYM) amplitudes involving N gauge bosons plus a single graviton and pure Yang–Mills amplitudes involving N gauge bosons plus one additional vector boson inserted in a way typical for a gauge boson of a “spectator” group commuting with the group associated to original N gauge bosons. We show that such EYM amplitudes satisfy U(1) decoupling relations similar to Kleiss–Kuijf relations for Yang–Mills amplitudes. We consider a D-brane embedding of EYM amplitudes in the framework of disk amplitudes involving open and closed strings. A new set of monodromy relations is derived for mixed open–closed amplitudes with one closed string inserted on the disk world-sheet and a number of open strings at the boundary. These relations allow expressing the latter in terms of pure open string amplitudes and, in the field-theory limit, they yield the U(1) decoupling relations for EYM amplitudes.
机译:我们获得了涉及N个规范玻色子加一个引力子的爱因斯坦-杨-米尔斯(EYM)振幅与涉及N个规范玻色子再加上一个附加矢量玻色子的纯Yang-Mills振幅之间的新关系,其插入方式通常是“望远镜”的规范玻色子”与与原始N规格玻色子相关的组进行通勤。我们表明,这种EYM振幅满足U(1)解耦关系,类似于针对Yang-Mills振幅的Kleiss-Kuijf关系。我们考虑在涉及打开和关闭弦的磁盘振幅框架中,将EYM振幅进行D形嵌入。导出了一组新的单峰关系,用于混合的开闭振幅,在磁盘世界表上插入了一个闭合弦,在边界处插入了许多闭合弦。这些关系允许用纯开放弦幅度表示后者,并且在场论极限中,它们产生EYM幅度的U(1)解耦关系。

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