Generation of static solutions of a self-consistent set of the Einstein-Klein-Gordon equations

The theorem is proved according to which the static solution of the Einstein equations with any assigned energy-momentum tensor corresponds to a class of static solutions of a self-consistent system of the Einstein-Klein-Gordon equation depending on one arbitrary function. Two particular cases are considered as illustrations of the given theorem. They show the methods of making static solutions of the system of the Einstein-Klein-Gordon eqwuations with the energy-momentum tensor of the ideal liquid and mass scalar field