We propose a solution concept-which we call viable proposals-for games
in coalitional form that endogenously determines a coalition structur
e together with an associated set of payoff configurations as parts of
the solution. We show that there is at least one viable proposal for
every game; further, whenever a game has a nonempty core, the set of p
ayoff configurations identified by the solution coincides with the cor
e of the game. Finally, given any arbitrary coalition structure and pa
yoff configuration, a viable proposal can be reached in finitely many
steps of successive domination even when the core of the game is empty
.