标题： 广义标量非最小动能耦合引力理论的动力学方程 显示英文标题

标题： A generalized equation of motion for gravity theories with non-minimal kinetic scalar couplings

摘要： 高曲率引力运动方程的一般形式被获得。 分析的一个有趣特征是它可以处理包含非最小动能标量耦合的拉格朗日量。 某些对于爱因斯坦-希尔伯特项不存在的微妙特征，在高曲率引力中出现。 这些特征被识别，并提出了一种算法化的评估广义运动方程的方案。 显示英文摘要

摘要： A general form for the equation of motion for higher-curvature gravity is obtained. The interesting feature of the analysis is that it can handle Lagrangians which contain non-minimal kinetic scalar couplings. Certain subtle features, which are absent for the Einstein-Hilbert term, arise in higher-curvature gravity. These are identified and an algorithmic prescription is presented for the evaluation of the generalized equation of motion.