Multi-period asset allocation by stochastic dynamic programming
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摘要
This study makes use of stochastic dynamic programming to set up a multi-period asset allocation model and derives an analytic formula for the optimal proportions invested in short and long bonds. Then maximum likelihood method is employed to estimate the relevant parameters. Finally, we implement the model through backward recursion algorithm to find numerically the optimal allocation of funds between short and long bonds for an investor with power utility and an investment horizon of ten years. Our results show that an investor will hold a larger proportion of short bond if his/her investment horizon gets shorter and/or if he/she is more risk averse.
论文关键词:Multi-period asset allocation,Stochastic dynamic programming,Bellman function,Power utility,Two-factor Vasicek model,Backward recursion algorithm
论文评审过程:Available online 5 October 2007.
论文官网地址:https://doi.org/10.1016/j.amc.2007.09.055