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Group theoretical realizations containing the electroweak sector of theStandard Model are discussed from the supersymmetry point of view. Dynamicalbreaking of the symmetry is performed and the corresponding quadratic (superYang-Mills) Lagrangian is obtained. Supercoherent states of theKlauder-Perelomov type are defined to enlarge the symmetry taking into accountthe geometry of the coset based in the simplest supergroup SU (2 | 1) as thestructural basis of the electroweak sector of the SM. The extended model issuperintegrable and the superconnection in the odd part takes a dynamicalcharacter. The physical and geometrical implications of the additional degreesof freedom interpreted as a hidden sector of the representation are brieflydiscussed.

Dynamical breaking of symmetries beyond the standard model and supergeometry