On integral equations for three charged particles

The scattering problem in a system of three different spinless strongly interacting charged particles is considered. The Faddeev equations are reformulated for the above-mentioned system by a direct regularization method on the basis of explicit picking out from the integral nucleus of equations of all the singularities conditioned by Coulomb interaction. The transition operators appeared in nuclei of the resulting equations are the generalization of the usual two-particle transition operators into the case of three charged particles