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Review on alpha(s) at LEP

机译:评论LEP的alpha

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摘要

To measure the strong coupling cu, from event shape observables two ingredients are necessary: a perturbative prediction containing the dependence of observables on cy, and a description of the hadronisation process to match the perturbative prediction with the hadronic data. As perturbative prediction O(alpha(s)(2)), NLLA and combined calculations are available. Beside the well known Monte-Carlo based models also analytical predictions, so called power corrections, exist to describe the hadronisation. Advantages and disadvantages of the different resulting methods for determining the strong coupling and its energy dependence will be discussed, the newest DELPHI results will be presented, and an overview of the LEP results will be included. [References: 34]
机译:要测量强耦合cu,从事件形状可观测值中必须考虑两个因素:包含可观测值对cy的依赖性的扰动预测,以及将扰动预测与强子数据相匹配的强铁化过程的描述。作为扰动预测O(alpha(s)(2)),NLLA和组合计算可用。除了基于蒙特卡洛的著名模型外,还存在分析预测(所谓的功率校正)来描述强子化。将讨论确定强耦合及其能量依赖性的不同结果方法的优缺点,将提供最新的DELPHI结果,并包括LEP结果的概述。 [参考:34]

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