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Final state interactions in ... formula ... decays: ... formula ... rule vs. ... formula ...

机译:...公式...中的最终状态相互作用衰减:...公式...规则与...公式...

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摘要

Dispersive effects from strong ππ rescattering in the final state interaction (FSI) of weak K → ππ decays are revisited with the goal to have a global view on their relative importance for the ΔI = 1/2 rule and the ratio ε/ε in the standard model (SM). We point out that this goal cannot be reached within a pure effective (meson) field approach like chiral perturbation theory in which the dominant current–current operators governing the ΔI = 1/2 rule and the dominant density–density (four-quark) operators governing ε/ε cannot be disentangled from each other. But in the context of a dual QCD approach, which includes both long-distance dynamics and the UV completion, that is, QCD at short-distance scales, such a distinction is possible. We find then that beyond the strict large N limit, N being the number of colours, FSIs are likely to be important for the ΔI = 1/2 rule but much less relevant for ε/ε. The latter finding diminishes significantly hopes that improved calculations of ε/ε would bring its SM prediction to agree with the experimental data, opening thereby an arena for important new physics contributions to this ratio.
机译:再次讨论了在弱K→ππ衰变的最终状态相互作用(FSI)中由强ππ散射引起的色散效应,目的是对ΔI= 1/2规则和比率ε /ε在标准模型(SM)中。我们指出,在像手性扰动理论这样的纯有效(介子)场方法中无法实现该目标,在该方法中,支配ΔI= 1/2规则的支配电流-电流算子和支配密度-密度(四夸克)算子控制ε' /ε不能彼此分离。但是,在双重QCD方法(包括长距离动力学和UV完成)的上下文中,即在短距离范围内的QCD,这种区分是可能的。然后我们发现,除了严格的大N限制(N是颜色的数量)之外,FSI对于ΔI= 1/2规则可能很重要,但与ε' / 的相关性要小得多ε。后者的发现大大降低了希望,改进的ε ' / ε的计算将使其SM预测与实验数据一致,从而打开竞技场对于这一比例具有重要的新物理意义。

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