Optimal Dynamic Asset Allocation for Defined Contribution Pension Plans
David Blake, Andrew J. G. Cairns, Kevin Dowd
Abstract
David Blake, Andrew J. G. Cairns, Kevin Dowd
Abstract
This paper examines optimal investment strategies for defined-contribution pension plans. We will focus on the replacement ratio as the central quantity of interest: that is, the pension at the time of retirement divided by the final salary at retirement. Related work (Blake, Cairns & Dowd, 1999) has concentrated on the evaluation of the value-at-risk for the replacement ratio with various confidence levels. Here we suppose that the policyholder has a specific terminal utility function which quantifies the value, to the policyholder, of different replacement ratios relative to one another. What, then, is the asset-allocation strategy over the accumulation phase of the plan that will maxmise the expected utility at the time of retirement? A similar question has been posed recently by Boulier et al. (1999) and Deelstra et al.
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This paper examines optimal investment strategies for defined-contribution pension plans. We will focus on the replacement ratio as the central quantity of interest: that is, the pension at the time of retirement divided by the final salary at retirement. Related work (Blake, Cairns & Dowd, 1999) has concentrated on the evaluation of the value-at-risk for the replacement ratio with various confidence levels. Here we suppose that the policyholder has a specific terminal utility function which quantifies the value, to the policyholder, of different replacement ratios relative to one another. What, then, is the asset-allocation strategy over the accumulation phase of the plan that will maxmise the expected utility at the time of retirement? A similar question has been posed recently by Boulier et al. (1999) and Deelstra et al.
Key concepts: Pension, Asset allocation, Asset (computer security), Economics, Actuarial science, Business, Computer science, Financial economics