科研之友
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摘要
We investigate the super high-order Virasoro-Witt 3-algebra. By applying the appropriate scaling limits on the generators, we obtain the super w(infinity) 3-algebra which satisfies the generalized fundamental identity condition. We also define a super Nambu-Poisson bracket which satisfies the generalized skewsymmetry, Leibniz rule and fundamental identity. By means of this super Nambu-Poisson bracket, the realization of the super w(infinity) 3-algebra is presented.
