3-algebra
arXiv:0807.0284 · doi:10.1088/1126-6708/2008/09/091
Abstract
We use `lone-star' product of the generators as well as their commutation relations to obtain a 3-algebra by applying appropriate double scaling limits on the generators. We show explicitly that "Fundamental Identity Condition" (FI) of 3-algebra is satisfied.
9 pages, journal version
References in corpus (18)
- Gauge Symmetry and Supersymmetry of Multiple M2-Branes
- Comments on the Bagger-Lambert theory and multiple M2-branes
- Membranes on an Orbifold
- N = 8 Superconformal Chern--Simons Theories
- Mass-Deformed Bagger-Lambert Theory and its BPS Objects
- An N=1 Superfield Action for M2 branes
- Multiple M2-branes and the Embedding Tensor
- Multiple Membranes from Gauged Supergravity
- A New N=4 Membrane Action via Orbifold
- Aspects of Multiple Membranes
- Janus field theories from multiple M2 branes
- Ternary Virasoro - Witt Algebra
- Coulomb Branch of the Lorentzian Three Algebra Theory
- On the structure of k-Lie algebras
- M-Theory Superalgebra From Multiple Membranes
- Metric Lie n-algebras and double extensions
- On Nambu-Lie 3-algebra representations
- Virasoro 3-algebra from scalar densities