We analyze the effectiveness of some commonly discussed anti--corruption reforms on political corruption, using a theoretical model of competition between two candidates in a probabilistic voting setup. Candidates, who may differ both in their ability to produce the public good, and popularity...

This paper examines causes of the persistence of corruption among elected politicians in democracies. We study a theoretical model of competition between two candidates who differ both in ability and popularity in a probabilistic voting setup. Each candidate proposes a tax rate and a public good...

This paper examines causes of the persistence of corruption among elected politicians and the effectiveness of some commonly discussed anti-corruption reforms. We study a theoretical model of competition between two candidates who differ both in ability and popularity in a probabilistic voting...

I study political competition between two candidates who could differ in their ability, popularity, and ethics. In elections, each candidate proposes a flat (income) tax rate and a public good level. A high(er)-ability candidate can produce the public good using less funds. Collected taxes that...

Using a theoretical model of two-candidate competition, I study the political support for a fully effective and costless reform targeting high level political corruption. I find that when the candidates have a high discount factor, and when the level of political corruption is not too low, both...

Using a theoretical model of two-candidate political competition under probabilistic voting, I study the effectiveness of the following anti-corruption reforms: (i) higher wages for politicians, (ii) higher penalties for political corruption, and (iii) constitutional constraints on the tax rates...

We study the Nash Equilibrium of three-candidate unidimensional spatial competition when candidates differ in their non-policy characteristics (valence). If the voters' policy preferences are represented by a strictly convex loss function, and if the voter density is unimodal and symmetric, then...