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Optimal Casualty Insurance, Repair and Regulation in the Presence of a Securities Market


Philip H. Dybvig


Washington University in Saint Louis - John M. Olin Business School

An Chen


University of Ulm - Department of Mathematics and Economics

June 06, 2012

EFA 2009 Bergen Meetings Paper

Abstract:     
We build a simple economic model of optimal casualty insurance based on a story about insuring a house. With endogenous repair and a securities market that is complete over states distinguished by security payoffs, we have three main findings in our base model with additively separable preferences. First, optimal repair depends on security market conditions, with full repair in inexpensive states and little or no repair in expensive states. Second, the optimal insurance payment equals the cost of optimal repair. Third, the agent is not made whole, since the loss is fully compensated only when damage is fully repaired. Weaker versions of the results hold when preferences are not additively-separable. Quite generally, when full repair is optimal it is fully insured.

Number of Pages in PDF File: 31

Keywords: optimal casualty insurance, optimal regulation

JEL Classification: G11, G22

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Date posted: February 16, 2009 ; Last revised: June 6, 2012

Suggested Citation

Dybvig, Philip H. and Chen, An, Optimal Casualty Insurance, Repair and Regulation in the Presence of a Securities Market (June 06, 2012). EFA 2009 Bergen Meetings Paper. Available at SSRN: http://ssrn.com/abstract=1344239 or http://dx.doi.org/10.2139/ssrn.1344239

Contact Information

Philip H. Dybvig
Washington University in Saint Louis - John M. Olin Business School ( email )
One Brookings Drive
Campus Box 1133
St. Louis, MO 63130-4899
United States
An Chen (Contact Author)
University of Ulm - Department of Mathematics and Economics ( email )
Helmholtzstrasse 20
Ulm, D-89069
Germany
HOME PAGE: http://www.uni-ulm.de/mawi/ivw/team
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