Suppose that asset returns are uncorrelated, so that is a diagonal matrix, with entries . Then, the

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Suppose that asset returns are uncorrelated, so that image text in transcribedis a diagonal matrix, with entries image text in transcribed. Then, the weight for each risky asset \(i\) in the optimal portfolio, which also includes the risk-free asset, is


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In this simplified case, portfolio weights depend in an obvious way on the risk aversion coefficient image text in transcribed, the risk premiumimage text in transcribed, and risk image text in transcribed. We also observe that this solution is formally identical to the case of simple capital allocation; see Eq. (8.5).

Data From Equation  (8.5)

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