We present a gauge invariant generalization of Maxwell's equations and p-form electromagnetism to Kähler manifolds. The result is a detour operator connecting Dolbeault and dual Dolbeault cohomologies and derives from BRST detour quantization of the N = 4 supersymmetry algebra. The form of the new equations mimics the linearized Einstein's equations and extends to more general geometric structures. © 2009.
Cherney, D., Latini, E., Waldron, A. (2009). (p, q)-form Kähler electromagnetism. PHYSICS LETTERS. SECTION B, 674(4-5), 316-318 [10.1016/j.physletb.2009.03.046].
(p, q)-form Kähler electromagnetism
LATINI, EMANUELE;WALDRON, ANDREW
2009
Abstract
We present a gauge invariant generalization of Maxwell's equations and p-form electromagnetism to Kähler manifolds. The result is a detour operator connecting Dolbeault and dual Dolbeault cohomologies and derives from BRST detour quantization of the N = 4 supersymmetry algebra. The form of the new equations mimics the linearized Einstein's equations and extends to more general geometric structures. © 2009.File in questo prodotto:
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