论文标题
相互作用的大量向量的奇异性问题
A singularity problem for interacting massive vectors
论文作者
论文摘要
相互作用的大型自旋1场已被广泛用于宇宙学和粒子物理学。我们获得了与这些理论的经典限制的有效性的新条件，这些理论与矢量场成分存在的非平凡约束有关。违反这种一致性条件会导致辅助成分的时间导数的奇异性，并可能影响该领域的宇宙历史和围绕黑洞的超高效果。预计这种条件将在许多其他非平整限制的系统中普遍存在。
Interacting massive spin-1 fields have been widely used in cosmology and particle physics. We obtain a new condition on the validity of the classical limit of these theories related to the non-trivial constraints that exist for vector field components. A violation of this consistency condition causes a singularity in the time derivative of the auxiliary component and could impact, for example, the field's cosmic history and superradiance around black holes. Such a condition is expected to exist generically in many other non-trivially constrained systems.
