Dynamic portfolio optimization problem

Kevin van Berkel

2013 6 15

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4 次查看（30 天）

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Hi all,

To compute the portfolio weights of 2 risky and 1 risk-free asset, I took the following steps:

For the risky assets, I simulated per step in time 10000 asset paths. My objective is to adjust every month the weights of the risky and risk-free asset so there are twelve timesteps per year. The asset paths are predicted by dividend yield, (or state variable Z.)

The risk=free rate is fixed at 6 percent.

So now i have two matrices, for each risky asset one, and a matrix voor the state variable.

I think solving backwards through recursive least squares is the best solution for this optimization problem but I have no clue how to start with my variables. So any suggestions would be very helpful.

Thanks!