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Nonabelian (2,0) Tensor Multiplets and 3-algebras
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Nonabelian (2,0) Tensor Multiplets and 3-algebras
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Using 3-algebras we obtain a nonabelian system of equations that furnish a representation of the (2,0)-supersymmetric tensor multiplet. The on-shell conditions are quite restrictive so that the system can be reduced to five-dimensional gauge theory along with six-dimensional abelian (2,0) tensor multiplets. We briefly discuss possible applications to D4-branes using a spacelike reduction and M5-branes using a null reduction.
Forward citations
Cited by 3 Pith papers
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A Novel Matrix Model for the M5-brane?
A maximally supersymmetric extension of BFSS is obtained by adding a 5-bracket, promoting the 2-bracket structure constants to a dynamical field H_abc with Chern-Simons kinetics and an F^{2}=1 relation, with the actio...
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A Novel Matrix Model for the M5-brane?
A maximally supersymmetric formal extension of BFSS by a 5-bracket exists once the 2-bracket structure constants are promoted to a dynamical self-dual field subject to Filippov and BPS quadratic constraints.
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A toy model for $p$-form gauge symmetry
The paper introduces a matrix toy model that inherits p-form gauge symmetry from the functional space of p-brane configurations via symmetric trace after replacing the infinite-dimensional space with finite matrices.
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