  Relations always play an important role in the study of topological dynamics.
Proximal, distal and almost periodic relations are well studied in literature.
We further this direction and analogously study the strongly proximal and
weakly distal relations.
  This gives a new class of flows - the weakly distal flows. We observe that
the well known Morse-Thue substitution flows and Chacon transformations are
weakly distal.
