Abstract
In this paper, we study the representations and T ∗ -extensions of Novikov superalgebras. Many properties of a Novikov superalgebra can be lifted to its T ∗ -extensions such as nilpotency, solvability and decomposition. In particular, we discuss the equivalence of T ∗ -extensions. Moreover, we develop 1-parameter formal deformations theory of Novikov superalgebras.
Published Version
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