2026-07-072026-07-07http://salesiana.dossiersoluciones.com/handle/123456789/95994Using the corepresentation of the quantum supergroup OSp_q(1/2) a general method for constructing noncommutative spaces covariant under its coaction is developed. In particular, a one-parameter family of covariant algebras, which may be interpreted as noncommutative superspheres, is constructed. It is observed that embedding of the supersphere in the OSp_q(1/2) algebra is possible. This realization admits infinitesimal characterization a la Koornwinder. A covariant oscillator realization of the supersphere is also presented.30pages, no figure. to be published in J. Math. PhysQuantum AlgebraMathematical Physicstext