This paper suggests a method for resolving indeterminacy of equilibriu
m in perfect foresight models and applies it to several existing model
s. Quadratic adjustments costs are introduced into models with multipl
e equilibria, and the limiting behavior of the resulting solutions is
studied as the adjustment costs go to zero. The method is shown to be
useful in selecting among feasible equilibria in examples in which the
re is local indeterminacy.