Institutional Affiliation: Stanford University
NBER Working Papers and Publications
|January 2008||Religion, Terrorism and Public Goods: Testing the Club Model|
with Eli Berman: w13725
Can rational choice modeling explain why Hamas, Taliban, Hezbollah and other radical religious rebels are so lethal? The literature rejects theological explanations. We propose a club framework, which emphasizes the function of voluntary religious organizations as efficient providers of local public goods in the absence of government provision. The sacrifices religious clubs require are economically efficient (Iannaccone (1992)), making them well suited for solving the extreme principal-agent problems faced by terrorist and insurgent organizations. Thus religious clubs can be potent terrorists. That explanation is supported by data on terrorist lethality in the Middle East.
The same approach explains why religious clubs often choose suicide attacks. Using three data sources spanning a ...
Published: Berman, Eli & Laitin, David D., 2008. "Religion, terrorism and public goods: Testing the club model," Journal of Public Economics, Elsevier, vol. 92(10-11), pages 1942-1967, October. citation courtesy of
|November 2005||Hard Targets: Theory and Evidence on Suicide Attacks|
with Eli Berman: w11740
Who chooses suicide attacks? Though rebels typically target poor countries, suicide attacks are just as likely to target rich democracies. Though many groups have grievances, suicide attacks are favored by the radical religious. Though rebels often kill coreligionists, they seldom use suicide attacks to do so. We model the choice of tactics by rebels, bearing in mind that a successful suicide attack imposes the ultimate cost on the attacker and the organization. We first ask what a suicide attacker would have to believe to be deemed rational. We then embed the attacker and other operatives in a club good model which emphasizes the function of voluntary religious organizations as providers of benign local public goods. The sacrifices which these groups demand solve a free-rider problem in t...