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epsilon'/epsilon in the Standard Model

In order to provide an estimate of eps'/eps several effective theories and physical effects have to be disentangled. In this talk I discuss how it is possible to predict eps '/eps taking into account all sources of large logs. The numerical result one obtains, $\eps '/\eps \sim (1.7\pm 0.6) \cdot 10^{-4}$, is in good agreement with present measurements.

preprint2000arXivOpen access

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