论文标题
Horndeski重力的纠缠熵
Entanglement Entropy in Horndeski Gravity
论文作者
论文摘要
在这项工作中，我们探索了Horndeski Gravity边界的无限条带区域的全息纠缠熵。在我们的处方中，我们考虑了广告中的球形和平面拓扑黑洞$ _ {4} $/cft $ _ {3} $方案。在这样的框架中，我们显示了Horndeski参数功能的纠缠熵的行为。此类参数修改了子系统A的信息存储，尤其是当参数$γ$增加有关时系统时的信息时也会增加或减少。因此，通过这种方案，我们计算了Horndeski重力中的纠缠热力学的第一定律，我们表明一个很小的子系统遵守热力学第一定律的类似特性，如果我们激发了系统。
In this work, we explore the holographic entanglement entropy with an infinite strip region of the boundary in Horndeski gravity. In our prescription we consider the spherically and planar topologies black holes in the AdS$_{4}$/CFT$_{3}$ scenario. In such framework, we show the behavior of the entanglement entropy in function of the Horndeski parameters. Such parameters modify the information store of subsystem A, especially when the parameter $γ$ increases the information about the subsystem will also increase or decrease when it decreases. Thus, with this scheme we compute the first law of entanglement thermodynamics in Horndeski gravity and we show that a very small subsystem obeys the analogous property of the first law of thermodynamics if we excite the system.
