Abstract
Supercoset spaces play an important role in the formulation of supersymmetric theories. The aim of this paper is to review and discuss the geometry of supercoset spaces with particular focus on the way the geometrical structures of the supercoset space G∕H are inherited from the super-Lie group G. The isometries of the supercoset space are discussed and a definition of Killing supervectors—the supervectors associated with infinitesimal isometries—is given that can be easily extended to spaces other than coset spaces.
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