Hom-Poisson superalgebras can be considered as a deformation ofPoisson superalgebras. We prove that Hom-Poisson superalgebras areclosed under tensor products. Moreover, we show that Hom-Poissonsuperalgebras can be described using only the twisting map and onebinary operation. Finally, all algebra endomorphisms on 2-dimensionalcomplex Poisson superalgebras are computed, and their associatedHom-Poisson superalgebras are described explicitly.
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