  Nucleation of the pair condensate near surfaces above the upper critical
magnetic field and the pair-condensate enhancement/suppression induced by
changes in the electron-phonon interaction at interfaces are the most known
examples of the surface superconductivity. Recently, another example has been
reported, when the surface enhancement of the critical superconducting
temperature occurs due to quantum interference. In this case the pair states
spread over the entire volume of the system while exhibiting the constructive
interference near the surface. In the present work we investigate how an
applied electric field impacts the interference-induced surface
superconductivity. The study is based on a numerical solution of the
self-consistent Bogoliubov-de Gennes equations for a one-dimensional attractive
Hubbard model. Our results demonstrate that the surface superconducting
characteristics, especially the surface critical temperature, are sensitive to
the applied electric field and can be tailored by changing its magnitude.
