Implication of scalar-pseudoscalar mixing on ${\epsilon }^{\prime }/\epsilon$ in SUSY models

Abstract

We study the effects of scalar-pseudoscalar mixing induced from quantum loop on ${\epsilon }^{\prime }/\epsilon$ in SUSY models with $\tan \beta \sim m_t/m_b$. We find that even the non-universal soft ${\mathcal{A}}^d$ term and Yukawa matrix, $Y^d$, are hermitian, the predicted value of $|{\epsilon }^{\prime }/\epsilon |$ can be consistent with the measured results of NA48 and KTeV. And also the EDMs are compatible with experimental bounds.

11 pages, 1 figure, one typo corrected, to appear in Phys. Lett. B

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