论文标题

在量子级别下的Horndeski

Horndeski under the quantum loupe

论文作者

Heisenberg, Lavinia, Noller, Johannes, Zosso, Jann

论文摘要

随着重力波的传播速度的最新限制,标量调整理论类别已大大降低。我们认为,幸存的模型之一仍然与宇宙学相关,并研究了其辐射稳定性。该模型包含具有明确破坏加利昂对称性的操作员,我们研究它们是否损害了有效田间理论的重组。在有效性的制度内,我们建立了一个非确定性定理,并明确表明,量子校正(一环)不会破坏经典的拉格朗日人会产生被抑制的反应。这是令人惊讶的,因为在存在真正的galileon对称性术语的情况下,非确定定理是建立的。

With recent constraints on the propagation speed of gravitational waves, the class of scalar-tensor theories has significantly been reduced. We consider one of the surviving models still relevant for cosmology and investigate its radiative stability. The model contains operators with explicit breaking of the Galileon symmetry and we study whether they harm the re-organization of the effective field theory. Within the regime of validity we establish a non-renormalization theorem and show explicitly that the quantum corrections, to one-loop, do not detune the classical Lagrangian generating suppressed counterterms. This is striking since the non-renormalization theorem is established in the presence of a genuine Galileon symmetry breaking term.

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