Expected Limits on R-symmetric $\mu \to e $ Processes at Project X

Abstract

We investigate $\mu \to e$ processes in the Minimal R-symmetric Standrad Model (MRSSM) with the expected limits from Project X. It is found that $\mu \to e$ conversion provides the tightest bound on the $\mu \to e$ mixing parameters at the order of $\lesssim O(10^{-3})$. Whereas $\mu \to eee$ only slightly improves the bound in the region where incoherence among different contributions to $\mu \to e$ is significant. No improvements on the bounds are obtained from $\mu \to e \gamma$.