2024
DOI: 10.1007/jhep05(2024)052
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Universal predictions of Siegel modular invariant theories near the fixed points

Gui-Jun Ding,
Ferruccio Feruglio,
Xiang-Gan Liu

Abstract: We analyze a general class of locally supersymmetric, CP and modular invariant models of lepton masses depending on two complex moduli taking values in the vicinity of a fixed point, where the theory enjoys a residual symmetry under a finite group. Like in models that depend on a single modulus, we find that all physical quantities exhibit a universal scaling with the distance from the fixed point. There is no dependence on the level of the construction, the weights of matter multiplets and their representatio… Show more

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