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Ghost-free Palatini derivative scalar–tensor theory: Desingularization and the speed test

机译:无重影Palatini导数标量张量理论:去奇化和速度测试

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We disclose remarkable features of the scalar–tensor theory with the derivative coupling of the scalar field to the curvature in the Palatini formalism. Using disformal transformations, we show that this theory is free from Ostrogradski ghosts. For a special relation between two coupling constants, it is disformally dual to the Einstein gravity minimally coupled to the scalar, which opens the way to constructing several exact solutions. The disformal transformation degenerates at the boundary of the physical region, near which the desingularization properties are revealed, illustrated by exact solutions: non-singular accelerating cosmology and a static spherically symmetric geon. We also construct the exact pp-waves of this theory propagating at the speed of light.
机译:我们公开了标量张量理论的显着特征,以及标量场与Palatini形式主义中曲率的导数耦合。使用变形变换,我们证明了该理论没有Ostrogradski鬼魂。对于两个耦合常数之间的特殊关系,它与最小耦合到标量的爱因斯坦引力变形对偶,这为构造几个精确解开辟了道路。变形变换在物理区域的边界处退化,在该区域附近显示了反奇化特性,这通过精确的解决方案进行了说明:非奇异加速宇宙学和静态球对称几何体。我们还构造了该理论在光速下传播的精确pp波。

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