Anisotropic gravity solutions in AdS/CMT

摘要: We have constructed gravity solutions by breaking the Lorentzian symmetry to its subgroup, which means there is Galilean but without rotational and boost invariance. This solution shows anisotropic behavior along both temporal spatial directions as well among more interestingly, it displays precise scaling required for metric form fields. From field theory point of view, describes a respects th5Ae symmetry, $t\to \lambda^{z_1}t, x\to \lambda^{z_2}t, y\to \lambda y$, $z_1\neq z_2$, translational associated time space directions, we found non-rotational Lifshitz-like fixed points from dual view. also discuss minimum number generators see appearance such Lifshitz points. In 1+1 dimensional theory, 3 2+1 4.