Abstract
We examine the ability of simple insurance pricing schedules to match premiums with the values derived from a contingent-claim model of deposit insurance. We use a quadratic loss function to compare a flat-rate pricing system to alternative pricing schedules incorporating measures of risk. A simple two-bracket schedule that distinguishes between high and low capitalization is a substantial improvement. A pricing schedule under which the rate paid by low-capital banks depends on their degree of undercapitalization is better still. In addition, the gains from using market value measures of capital rather than book value are great.
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