Lagrangian of Self-dual Gauge Fields in Various Formulations
arXiv:1111.5118 · doi:10.1016/j.nuclphysb.2012.03.017
Abstract
The Lagrangian of self-dual gauge theory in various formulations are reviewed. From these results we see a simple rule and use it to present some new non-covariant Lagrangian based on the decomposition of spacetime into . Our prescription could be easily extended to more complex decomposition of spacetime and some more examples are presented therefore. The self-dual property of the new Lagrangian is proved in detail. We also show that the new non-covariant actions give field equations with 6d Lorentz invariance.
Latex, 27 pages,9 tables. V4: Modify Lagrangian (3.1) and prove its self-duality
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Cited by in corpus (11)
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- The M5-brane action revisited
- Non-Abelian Chiral 2-Form and M5-Branes
- Partition Function of Chiral Boson on 2-Torus from Floreanini-Jackiw Lagrangian
- Aspects of Effective Theory for Multiple M5-Branes Compactified On Circle
- Double dimensional reduction of M5-brane action in Sen formalism
- Towards 2+4 formulation of M5-brane
- General Lagrangian of Non-Covariant Self-dual Gauge Field
- Lorentz Covariant Lagrangians of Self-dual Gauge Fields
- Nonlinear chiral forms in the Sen formulation
- Mass generation for Self-dual Gauge Fields via Topologically Coupling