Asset Allocation in a Value-at-Risk Framework

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Abstract
In this paper we develop an asset allocation model which allocates assets by maximising expected return subject to the constraint that the expected maximum loss should meet the Value-at-Risk limits set by the risk manager. Similar to the mean-variance approach a performance index like the Sharpe index is constructed. Furthermore it is shown that the model nests the mean-variance approach in case of normally distributed expected returns. We provide an empirical analysis using two assets: US stocks and bonds. The results highlight the influence of non-normal characteristics of the expected return distribution on the optimal asset allocation.

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