  The entanglement entropy of two-body elastic scattering at high energies is
studied by using the model-independent L\'evy imaging method for investigating
the hadron structure. It is considered the finite entropy in the momentum
Hilbert space properly regularized and results are compared to recent
evaluation using the diffraction peak approximation. We present the entropy for
RHIC, Tevatron and LHC energies pointing out the underlying uncertainties.
