  We present an overview of the theory of self-distributive quasigroups, both
in the two-sided and one-sided cases, and relate the older results to the
modern theory of quandles, to which self-distributive quasigroups are a special
case. Most attention is paid to the representation results (loop isotopy,
linear representation, homogeneous representation), as the main tool to
investigate self-distributive quasigroups.
