Abstract
This paper studies the optimal time consistent investment strategies in multiperiod asset-liability management problems under mean-variance criterion. By applying time consistent model of Chen et al. (2013) and employing dynamic programming technique, we derive two-time consistent policies for asset-liability management problems in a market with and without a riskless asset, respectively. We show that the presence of liability does affect the optimal strategy. More specifically, liability leads a parallel shift of optimal time-consistent investment policy. Moreover, for an arbitrarily risk averse investor (under the variance criterion) with liability, the time-diversification effects could be ignored in a market with a riskless asset; however, it should be considered in a market without any riskless asset. © 2013 Hui-qiang Ma et al.
Cite
CITATION STYLE
Ma, H. Q., Wu, M., & Huang, N. J. (2013). Time consistent strategies for mean-variance asset-liability management problems. Mathematical Problems in Engineering. https://doi.org/10.1155/2013/709129
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