This paper develops a principal-agent model to explore the interaction of corruption, bribery, and political oversight of production. Under full information, an honest politician achieves the first best while a dishonest politician creates shortages and bribes. Under asymmetric information, an...

Given the recent experience, there is growing interest in the liquidity trap; which occurs when the nominal interest rate reaches its zero lower bound. Using the Dixit-Lambertini (2003) framework of strategic policy interaction between the Treasury and the Central Bank, we find that the optimal...

In a seminal paper, Becker (1968) showed that the most efficient way to deter crime is to impose the severest possible penalty (to maintain adequate deterrence) with the lowest possible probability (to economize on costs of enforcement). We shall call this the Becker proposition (BP). The BP is...

All models in Law and Economics use punishment functions (PF) that incorporates a trade-off between probability of detection, p, and punishment, F. Suppose society wishes to minimize the total costs of enforcement and damages from crime, T (p; F). For a given p, an optimal punishment function...

Let a large-number of small-individuals contribute to charity. We show that ‘strong aggregate complementarity’ is necessary for multiple equilibria in a competitive equilibrium. Consider two equilibria with low (L) and high (H) levels of giving. Suppose that society is stuck at L and wishes...

Consider a large number of small individuals contributing to a charity or to a public good. We study the properties of a competitive equilibrium in giving and allow for multiple equilibria. Our proposed condition, aggregate strategic complementarity, is a necessary condition for multiple...

Given the recent experience, there is a growing interest in the liquidity trap, which occurs when the nominal interest rate reaches its zero lower bound. We outline the surprising policy recommendations when there is the possibility of a zero lower bound. Then, using the Dixit-Lambertini...

A critical element in all discounted utility models is the specification of a discount function. We extend the standard model to allow for reference points for both out- comes and time. We consider the axiomatic foundations and properties of two main classes of discount functions. The first, the...

Standard equilibrium concepts in game theory find it difficult to explain the empirical evidence in a large number of static games such as prisoners’ dilemma, voting, public goods, oligopoly, etc. Under uncertainty about what others will do in one-shot games of complete and incomplete...

We consider a discounted utility model that has two components. (1) The instan- taneous utility is of the prospect theory form, thus, allowing for reference dependent outcomes. (2) The discount function embodies a ‘reference time’ to which all future outcomes are discounted back to, hence,...