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Copy file name to clipboardExpand all lines: lectures/asset_pricing_lph.md
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@@ -212,13 +212,13 @@ When $\gamma >0$, it is true that
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* when consumption growth is **low**, $m$ is **high**
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According the representation {eq}`eq:ERbetarep`, an asset with an $R^i$ that can be expected to be high when consumption growth is low has $\beta_i$ positive and a low expected return.
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According to representation {eq}`eq:ERbetarep`, an asset with an $R^i$ that can be expected to be high when consumption growth is low has $\beta_i$ positive and a low expected return.
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* because it has a high gross return when consumption growth is low, it is a good hedge against consumption risk, which justifies its low average return
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* because it has a high gross return when consumption growth is low, it is a good hedge against consumption risk. That justifies its low average return
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An asset with an $R^i$ that is low when consumption growth is low has $\beta_i$ negative and a high expected return.
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* because it has a low gross return when consumption growth is low, it is a poor hedge against consumption risk, which justifies its high average return
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* because it has a low gross return when consumption growth is low, it is a poor hedge against consumption risk. That justifies its high average return
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