Chapter 6 Mean-Variance Portfolio Theory
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- 章节名:Chapter 6 Mean-Variance Portfolio Theory
1.Proof: Portfolio diagram lemma: The curve in a mean-variance diagram defined by nonnegative mixtures of two assets 1 and 2 lies within the triangular region defined by the two original assets and the point on the vertical axis of height A. Let p=1, find the upper boundary; let p=-1, find the lower boundary 2.Solution of the Markowitz problem **Application of lagrangian**. this formular is very useful in asset pricing model. 2 assets, 3 assets and then practice on n assets. at this current stage, all assets are risky.
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Chapter 6 Mean-Variance Portfolio Theory
Basic/Starting Point 1. Total return=amount received/amount invested 2. Rate of return=...
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Chapter 6 Mean-Variance Portfolio Theory
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