Supersymmetric reduced models with a symmetry based on Filippov algebra

Kazuyuki Furuuchi , Dan Tomino (NCTS , Hsinchu)

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classification ✦ hep-th

keywords algebrareducedactionsfilippovmodelmodelssupersupersymmetric

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Generalizations of the reduced model of super Yang-Mills theory obtained by replacing the Lie algebra structure to Filippov $n$-algebra structures are studied. Conditions for the reduced model actions to be supersymmetric are examined. These models are related with what we call $\{cal N}_{min}=2$ super $p$-brane actions.

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Supersymmetric reduced models with a symmetry based on Filippov algebra

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