Unruh-DeWitt detectors on the boundary
In this paper we study the unruh-deWitt detectors of a class of muons in Einstein-Gauss-Bonnet gravity theory. The detectors have three components: a Dirac component, a co-rotating component, and a spin-2 component. The Dirac detector is the first detector that is efficient at splitting the muons into Dirac and Co-rotating particles, while the co-rotating component is not as efficient but can be used to divide the Dirac particles into Dirac and co-rotating particles. We show that the Dirac component is pure and the Co-rotating component is twisted. The spin-2 component has two components: one component that is twisted and has a spin-2 component and one component that is pure and has a spin-2 component. We discuss the relation between the spin-2 component and the co-rotating component in the presence of the Dirac component.