  We adopt the notion of the farsighted stable set to determine which matchings
are stable when agents are farsighted in matching markets with couples. We show
that a singleton matching is a farsighted stable set if and only if the
matching is stable. Thus, matchings that are stable with myopic agents remain
stable when agents become farsighted. Examples of farsighted stable sets
containing multiple non-stable matchings are provided for markets with and
without stable matchings. For couples markets where the farsighted stable set
does not exist, we propose the DEM farsighted stable set to predict the
matchings that are stable when agents are farsighted.
