A general central limit theorem is proved for estimators defined by minimization of the length of a vector-valued, random criterion function. No smoothness assumptions are imposed on the criterion function in order that the results might apply to a broad class of simulation estimators. Complete...

With applied work in mind, we define an equilibrium notion for dynamic games with asymmetric information which does not require a specification for players' beliefs about their opponent types. This enables us to define equilibrium conditions which, at least in principal, are testable and can be...

There has been progress in estimating the demand and cost primitives underlying the static profit and consumer surplus functions derived from simple IO models. This delivers profits and consumer surplus as a function of the distribution of the state variables of the agents active in the market,...

We provide a collusive framework with heterogeneity among firms, investment, entry, and exit. It is a symmetric-information model in which it is hard to sustain collusion when there is an active firm that is likely to exit in the near future. Numerical analysis is used to compare a collusive to...

The CPI component indices are obtained from comparing price quotes at a given store in different periods. If we omit comparisons from goods in the store in the initial, but not in the comparison, period we generate a selection bias: goods that exit are disproportionately obsolete goods that have...