Abstract
We characterize the optimal contract within the class of fixed-terms mechanisms in a repeated buyer-seller relationship with persistent adverse selection and one-sided limited enforcement. The seller reports his type once, and the corresponding transfer and output are then repeated in every period. After receiving the current transfer, the seller may breach, pay an enforceable penalty, and terminate the relationship. In this benchmark, the enforcement problem collapses to a bound on the transfer targeted to the most efficient type. This yields a three-regime characterization. With strong enforcement, the repeated static second-best contract is feasible. With weak (intermediate) enforcement, the top transfer is capped, inducing bunching among efficient types and additional downward distortions. With very weak enforcement, sustaining compliance through public penalties alone would require excessive quantity distortions, and the optimal contract instead leaves strictly positive continuation rents, including for the least efficient type. We interpret the associated distortion as a virtual enforcement cost.
Keywords
Adverse selection, Limited enforcement, Relational contracts, Contract breach;
JEL codes
- D82: Asymmetric and Private Information • Mechanism Design
- D86: Economics of Contract: Theory
- K12: Contract Law
- C61: Optimization Techniques • Programming Models • Dynamic Analysis
Replaces
David Martimort, and Aggey Simons (Semenov), “Optimal Fixed-Terms Contracts under One-Sided Enforcement and Persistent Adverse Selection”, Journal of Mathematical Economics, August 2026, forthcoming.
Replaced by
David Martimort, and Aggey Simons (Semenov), “Optimal Fixed-Terms Contracts under One-Sided Enforcement and Persistent Adverse Selection”, Journal of Mathematical Economics, August 2026, forthcoming.
Reference
David Martimort, and Aggey Simons (Semenov), “Optimal Fixed-Terms Contracts under One-Sided Enforcement and Persistent Adverse Selection”, Journal of Mathematical Economics, August 2026, forthcoming.
See also
Published in
Journal of Mathematical Economics, August 2026, forthcoming
