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Automated One-loop Computation in Quarkonium Process within NRQCD Framework

机译:NRQCD框架内的Quarkonium过程中的自动化一圈计算

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In last decades, it has been realized that the next-to-leading order corrections may become very important, and sometimes requisite, for some processes involving quarkoinum production or decay, e.g., e+e_ →J/ψ + η_c and J/η → 3γ. In this article, we review some basic steps to perform automated one-loop computations in quarkonium process within the Non-relativistic Quantum Chromodynamics (NRQCD) factorization framework1, and we give an introduction to some related public tools or packages and their usages in each step. We start from generating Feynman diagrams and amplitudes with FeynArts for the quarkonium process, performing Dirac- and Color- algebras simplifications using FeynCalc and FeynCalcFormLink, and then to doing partial fractions on the linear-dependent propagators by APART, and finally to reducing the Tensor Integrals (TI) into Scalar Integrals (SI) or Master Integrals (MI) using Integration-By-Parts (IBP) method with the help of Fire. We will use a simple concrete example to demonstrate the basic usages of the corresponding packages or tools in each step.
机译:在过去的几十年中,已经认识到,下一个到领头阶修正可能变得非常重要,有时必需,对于涉及quarkoinum生产或衰减,例如,E + E_→焦耳/ψ+η_c和J /η一些工艺→3γ。在这篇文章中,我们将回顾一些基本的步骤,以非相对论量子色动力学(NRQCD)分解框架1内执行夸克偶素的过程自动化一循环计算,我们给每个步骤中介绍了一些相关的公共工具或包及其用法。我们从生成费曼图和振幅与FeynArts为夸克偶素的过程,使用代数和FeynCalc简化FeynCalcFormLink执行Dirac-和Color-,然后通过分开放在线性依赖性传播者做部分分式开始,最后以减小张量积分使用带火的帮助下整合逐件(IBP)方法(TI)为标积分(SI)或硕士积分(MI)。我们将使用一个简单具体的例子来证明每一步相应的包或工具的基本用法。

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