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Variations on Minimal Gauge Mediated Supersymmetry Breaking

Michael Dine, Yosef Nir, Yuri Shirman

Abstract

We study various modifications to the minimal models of gauge mediated supersymmetry breaking. We argue that, under reasonable assumptions, the structure of the messenger sector is rather restricted. We investigate the effects of possible mixing between messenger and ordinary squark and slepton fields and, in particular, violation of universality. We show that acceptable values for the $μ$ and $B$ parameters can naturally arise from discrete, possibly horizontal, symmetries. We claim that in models where the supersymmetry breaking parameters $A$ and $B$ vanish at tree level, $\tanβ$ could be large without fine tuning. We explain how the supersymmetric CP problem is solved in such models.

Variations on Minimal Gauge Mediated Supersymmetry Breaking

Abstract

We study various modifications to the minimal models of gauge mediated supersymmetry breaking. We argue that, under reasonable assumptions, the structure of the messenger sector is rather restricted. We investigate the effects of possible mixing between messenger and ordinary squark and slepton fields and, in particular, violation of universality. We show that acceptable values for the and parameters can naturally arise from discrete, possibly horizontal, symmetries. We claim that in models where the supersymmetry breaking parameters and vanish at tree level, could be large without fine tuning. We explain how the supersymmetric CP problem is solved in such models.

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