Abstract:
An approach to describing the interaction of composites is proposed in which the
key role is played by the covariant Schrödinger equation and by the state evolution
operator between two arbitrary space-like surfaces following from this equation. A representation
appropriate for developing perturbation theory is found for the operator of
the state momentum transformation. The form factor is used to show how the scattering
amplitude of composites can be expressed through the wave functions of a bound
state at rest. The simplicity of the proposed covariant approach in applications is demonstrated
by calculating the asymptotic behaviour of the form factor taking into
account logarithmic corrections.