Algebraic Form of M3-Brane Action
arXiv:1401.2501 · doi:10.1134/S106377611405001X
Abstract
We reformulate the bosonic action of unstable M3-brane to manifest its algebraic representation. It is seen that in contrast with string and M2-brane actions that are represented only in terms of two and three dimensional Lie-algebras respectively, the algebraic form of M3-brane action is a combination of four, three and two dimensional Lie-algebras. Corresponding brackets appear as mixtures of tachyon field, space-time coordinates, , two-form field, , and Born-Infeld one-form, .
11 Pages, No figure, Accepted for publication in JETP
References in corpus (11)
- Gauge Symmetry and Supersymmetry of Multiple M2-Branes
- Algebraic structures on parallel M2-branes
- Modeling Multiple M2's
- Membranes on Calibrations
- SDiff Gauge Theory and the M2 Condensate
- Topological Twisting of Multiple M2-brane Theory
- Three-algebra for supermembrane and two-algebra for superstring
- Note About Unstable M3-brane Action
- (p+1)-Algebra for Super p-Brane: the Nambu Bracket Reformulation
- Moving Branes in Presence of the Background Tachyon Fields
- Boundary Super-Deformations, Boundary States, and Tachyon Condensation