  The ratio of electric to magnetic proton form factors G_E/G_M as measured in
polarization transfer experiments shows a characteristic linear decrease with
increasing momentum transfer Q^2. We present a simple argument how such a
decrease arises naturally in chiral soliton models. For a detailed comparison
of model results with experimentally determined form factors it is necessary to
employ a boost from the soliton rest frame to the Breit frame. To enforce
asymptotic counting rules for form factors, the model must be supplemented by
suitably chosen interpolating powers n in the boost prescription. Within the
minimal pi-rho-omega soliton model, with the same n for both, electric and
magnetic form factors, it is possible to obtain a very satisfactory fit to all
available proton data for the magnetic form factor and to the recent
polarization results for the ratio G_E/G_M. At the same time the small and very
sensitive neutron electric form factor is reasonably well reproduced. The
results show a systematic discrepancy with presently available data for the
neutron magnetic form factor G_M^n for Q^2 > 1 (GeV/c)^2. We additionally
comment on the possibility to extract information about the form factors in the
time-like region and on two-photon exchange contributions to unpolarized
elastic scattering which specifically arise in soliton models.
