  This paper is devoted to the study of AW(k)-type curves according to the
equiform differential geometry of the pseudo-Galilean space. We show that
equiform Bertrand curves are circular helices or isotropic circles of the
pseudo-Galilean space. Also, there are equiform Bertrand curves of AW(3) and
weak AW(3)-types. Moreover, we give the relations between the equiform
curvatures of these curves. Finally, examples of some special curves are given
and plotted.
