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Dynamics of higher spin gauge fields in AdS(d) space of dimension d >= 5

机译:尺寸D> = 5的广告(d)空间中高旋转仪表的动态

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In this overview, the framelike formulation of the dynamics of massless gauge fields of arbitrary spin propagating in Minkowski and (anti-) de Sitter spaces of an arbitrary dimension is discussed. In the framework of the framelike description, the notions of the higher spin field, gauge symmetries and gauge-invariant field strengths are introduced. The general procedure of construction of explicit gauge-invariant action functionals for free higher spin fields is discussed, and some substantial examples of action for fields of particular spins are given. The proposed framelike formulation is an efficient tool for the construction of interaction of higher spin fields on the background of anti - de Sitter geometry. As an example, the nonlinear AdS(5)N = 1 SUSY higher spin field theory describing the interaction of massless higher spin fields between themselves and with gravity in the cubic approximation of action functional is constructed.
机译:在这一概述中,讨论了在Minkowski和(抗议)在术后旋转的任意旋转的无麻自动旋转场的动态的帧质制剂。 在帧状描述的框架中,引入了较高旋转场,仪表对称和仪表不变场强的概念。 讨论了用于自由旋转场的显式规范行动功能的构建的一般过程,给出了特定旋转场的某些基本动作示例。 所提出的备用制剂是建设高旋转场在抗-deatter几何背景上建造相互作用的有效工具。 作为示例,非线性广告(5)n = 1个苏斯高旋转场理论,描述了自身和重力在动作功能的立方近似中的无麻自动旋转场的相互作用。

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