  We re-investigate the holographic superconductor in hyperscaling violation
geometry by considering the coupling between the probed Maxwell field and the
background dilaton. We find that the phenomenon of superconductivity still
exists, but with properties affected by such a coupling. The critical
temperature decreases as the hyperscaling violation exponent is increased. The
influence of the dynamical exponent on the critical temperature becomes
complicated which depends on the mass of the probed scalar field and the
hyperscaling violation exponent. The results of the frequency gap show a large
deviation from the expected universal relation.
