D2 or M2? A Note on Membrane Scattering
arXiv:0807.2121
Abstract
Motivated by a physical interpretation of its correlation functions as membrane scattering amplitudes, we re-address whether the Lorentzian BLG theory can be quantized such that it preserves SO(8) superconformal symmetry. We find that this appears to be possible. While the model seems to adequately reproduce protected quantities such as chiral primary amplitudes and the four derivative effective action, we conclude that, as understood at present, it gives a relatively unpractical parametrization of the IR dynamics of M2-branes.
11 pages,1 figure
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Cited by in corpus (24)
- Three-dimensional N=6 SCFT's and their membrane dynamics
- The fuzzy S^2 structure of M2-M5 systems in ABJM membrane theories
- Scaling limit of N=6 superconformal Chern-Simons theories and Lorentzian Bagger-Lambert theories
- On 3d N=8 Lorentzian BLG theory as a scaling limit of 3d superconformal N=6 ABJM theory
- Lorentzian Lie (3-)algebra and toroidal compactification of M/string theory
- Topological branes, p-algebras and generalized Nahm equations
- Non-linear theory for multiple M2 branes
- Topological Twisting of Multiple M2-brane Theory
- Generalized Conformal Symmetry and Recovery of SO(8) in Multiple M2 and D2 Branes
- M-brane bound states and the supersymmetry of BPS solutions in the Bagger-Lambert theory
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- On non-linear action of multiple M2-branes
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- Abelian Vortex in Bagger-Lambert-Gustavsson Theory
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- Remark About Scaling Limit of ABJ Theory
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- Mass Deformed L-BLG Theory From ABJ Theory
- Metric 3-Leibniz algebras and M2-branes