Abstract

We discuss the lambda = 1/3 soft breaking of the complete Horava theory we have recently introduced. We show the consistency of the theory from the point of view of the algebra of the constraints and of the existence and uniqueness of their solutions. The theory, in distinction to the lambda not equal 1/3 theory, has exactly the same physical degrees of freedom as General Relativity. We discuss the structure of the propagator and its behaviour at low and high energies. We comment on the spherically symmetric solutions of the theory.