  Recently a family of solutions of Einstein equations in backgrounds with
broken Lorentz invariance was found ArXiv:0712.1136. We show that the
gravitational solution recently obtained by Kachru, Liu and Mulligan in
ArXiv:0808.1725 is a part of the former solution which was derived earlier in
the framework of extra dimensional theories. We show how the energy-momentum
and Einstein tensors are related and establish a correspondence between
parameters which govern Lorentz invariance violation. Then we demonstrate that
scaling behavior of two point correlation functions of local operators in
scalar field theory is reproduced correctly for two cases with critical values
of scaling parameters. Therefore, we complete the dictionary of "tree-level"
duality for all known solutions of the bulk theory. In the end we speculate on
relations between RG flow of a boundary theory and asymptotic behavior of
gravitational solutions in the bulk.
