Title of article :
Optimal Allocation of Policy Layers for Exponential Risks
Author/Authors :
Amiri, Masoud Department of Statistics - Razi University, Kermanshah, Iran , Izadi, Muhyiddin Department of Statistics - Razi University, Kermanshah, Iran , Khaledi, Baha-Eldin Department of Statistics - Razi University, Kermanshah, Iran
Pages :
16
From page :
1
To page :
16
Abstract :
In this paper, we study the problem of optimal allocation of insurance layers for a portfolio of i.i.d exponential risks. Using the first stochastic dominance criterion, we obtain an optimal allocation for the total retain risks faced by a policyholder. This result partially generalizes the known result in the literature for deductible as well as policy limit coverages.
Keywords :
Utility functions , Schur-convex functions , Policy limit , First stochastic dominance , Deductible policy , Majorization
Serial Year :
2019
Record number :
2495652
Link To Document :
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