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TOPIC:
DYNAMIC SCREENING WITH VERIFIABLE BANKRUPTCY
ABSTRACT
We consider bankruptcy constraints in an otherwise standard dynamic screening model. We model bankruptcy as a verifiable event that occurs whenever the agent makes a per period loss. This gives rise to less stringent truth-telling constraints, as misreports become verifiable if they force the agent into bankruptcy. We solve for an optimal contract using a new method that ranks contracts in terms of the spread of the distribution of the induced continuation values for the agent. In a setting with continuous types, we derive a regularity condition that ensure that the optimal contract is deterministic.
Keywords: Dynamic Screening, Bankruptcy, Verifiability, Mean Preserving Spread