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首页> 外文期刊>Modern Physics Letters, A >Worldsheets in holography: Computing corrections to the Veneziano amplitude
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Worldsheets in holography: Computing corrections to the Veneziano amplitude

机译:全球摄影中的世界各种表:计算veneziano幅度的修正

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摘要

We provide a brief summary of a method to calculate improvements to the Veneziano amplitude, creating sub-leading nonlinearities in the Regge trajectory of states. We formulate it as an extension of a computation by Makeenko and Olesen. We begin in a confining gauge theory coupled to matter, rewriting the meson scattering amplitude as a specific path integral over shapes and sizes of closed Wilson loops using the worldline formalism. We then prescribe how to further the computation at strong coupling by employing holography, which provides a prescription for the expectation value of these Wilson loops in strongly coupled regimes. The computation we desire then appears to subsume to a certain calculation in the effective field theory of a string worldsheet embedded in a certain broad class of allowed holographic backgrounds. A convenient interaction picture presents itself naturally in this context, allowing us to draw Feynman diagrams corresponding to the first few corrections due to weaker coupling regimes. The answer we find has qualitatively the same features as other endeavors with the same objective.
机译:我们简要概述了计算veneziano幅度的改进的方法,从而在状态的调节轨迹中产生亚领导的非线性。我们将其制定为Makeenko和Olesen计算的延伸。我们从一个限制的仪表理论开始,加上物质,将MESON散射幅度重写为使用世界形式主义的封闭式威尔逊环路的形状和大小的特定路径。然后,我们通过采用全息术,规定了如何进一步以强耦合计算的计算,这为这些威尔逊环路中的预期值提供了强烈耦合的制度的处方。然后,我们希望的计算似乎归结为嵌入在一定的广泛允许的全息背景中的字符串世界表的有效现场理论中的一定计算。在这种情况下,一种方便的交互图像自然地呈现自然,允许我们绘制由于较弱的耦合制度而对应于前几种校正的Feynman图。我们发现的答案与具有相同目标的其他努力具有定性相同的功能。

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