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Howe’s duality is considered from a unifying point of view based on Lie superalgebras. New examples are offered. In particular, we construct several simplest spinor-oscillator representations and compute their highest weights for the “stringy” Lie superalgebras (i.e., Lie superalgebras of complex vector fields (or their nontrivial central extensions) on the supercircle S1| n  and its two-sheeted cover associated with the Möbius bundle).

The Howe Duality and Lie Superalgebras