A landscape solution to the SUSY flavor and CP problems

TL;DR

This paper proposes a landscape-based approach to supersymmetry that naturally explains the Higgs mass, suppresses flavor and CP violations, and predicts heavy, quasi-degenerate first and second generation scalars, aligning with current experimental constraints.

Contribution

It introduces a string landscape framework that statistically favors large soft terms while maintaining electroweak symmetry breaking, leading to a natural solution to SUSY flavor and CP problems.

Findings

Predicts a 125 GeV Higgs boson consistent with observations.

First and second generation scalars are naturally heavy and quasi-degenerate.

Provides a mechanism for SUSY flavor and CP problem resolution.

Abstract

In a fertile patch of the string landscape which includes the Minimal Supersymmetric Standard Model (MSSM) as the low energy effective theory, rather general arguments from Douglas suggest a power-law statistical selection of soft breaking terms (m(soft)^n where n=2n_F+n_D-1 with n_F the number of hidden sector F-SUSY breaking fields and n_D the number of D-term SUSY breaking fields). The statistical draw towards large soft terms must be tempered by requiring an appropriate breakdown of electroweak (EW) symmetry with no contributions to the weak scale larger than a factor 2-5 of its measured value, lest one violates the (anthropic) atomic principle. Such a simple picture of stringy naturalness generates a light Higgs boson with mass m_h~ 125 GeV with sparticles (other than higgsinos) typically beyond LHC reach. Then we expect first and second generation matter scalars to be drawn independently to the tens of TeV regime where the upper cutoff arises from two-loop RGE terms which drive third generation soft masses towards tachyonic values. Since the upper bounds on m_0(1,2) are the same for each generation, and flavor independent, then these will be drawn toward quasi-degenerate values. This mechanism leads to a natural mixed decoupling/quasi-degeneracy solution to the SUSY flavor problem and a decoupling solution to the SUSY CP problem.