Supersymmetric extension of Hopf maps: image σ-models and the image fibration Original Research Article

We discuss four off-shell image image supersymmetry transformations, their associated one-dimensional σ-models and their mutual relations. They are given by (I) the image linear “root” supermultiplet (supersymmetric extension of image), (II) the image linear supermultiplet (supersymmetric extension of image), (III) the image non-linear supermultiplet living on image, and (IV) the image non-linear supermultiplet living on image. The image map is the supersymmetric extension of the image quadratic map, while the image map is the supersymmetric extension of the image first Hopf fibration. The restrictions on the image, image spheres are expressed in terms of the stereographic projections. The non-linear supermultiplets, whose supertransformations are local differential polynomials, are not equivalent to the linear supermultiplets with the same field content.