Generalized derivations of ω-Lie superalgebras are decomposed into quasiderivations and quasicentroids, embedded into derivations of a larger algebra, and computed explicitly for a 3-dimensional example.
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Generalized derivations of Complex $\omega$-Lie Superalgebras
Generalized derivations of ω-Lie superalgebras are decomposed into quasiderivations and quasicentroids, embedded into derivations of a larger algebra, and computed explicitly for a 3-dimensional example.