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Financial Markets – Fall, 2019 – Sept 12, 2019
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Tobin’s and the Risk-Free Asset
What happens to “mean-variance” theory If there is a riskless asset? James Tobin, Prof of Economics Yale University Winner of Nobel Prize in Economics 1981
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“The” risk free asset The one with the highest mean Mean
Standard Deviation
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Combine with Risky Assets
Mean ? Risky Assets Risk Free Asset Standard Deviation
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If 1 is zero P2 = (2)222 (2)2 P =
If one of the standard deviations is equal to zero, e.g. 1 then P2 = (2)222 (2)2 P = Which means that:
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Combine with Risky Assets
Mean Risk Free Asset Standard Deviation
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Combine with Risky Assets
Mean The New Feasible Set E Always combines the risk free asset With a specific asset (portfolio) E Risk Free Asset Standard Deviation
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Tobin’s Result Mean Use of Leverage E Risk Free Asset
Standard Deviation
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The End
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