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Universal hedging: Optimizing currency risk and reward in in
In a world where everyone can hedge against changes in the value of real exchange rates, and where no barriers limit international investment, there is a universal constant that gives the optimal hedge ratio - the fraction of the foreign investments an investor should hedge. The formula for this opt...
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Published in: | Financial analysts journal 1995-01, Vol.51 (1), p.161 |
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description | In a world where everyone can hedge against changes in the value of real exchange rates, and where no barriers limit international investment, there is a universal constant that gives the optimal hedge ratio - the fraction of the foreign investments an investor should hedge. The formula for this optimal hedge ratio depends on just 3 inputs: 1. the expected return on the world market portfolio, 2. the volatility of the world market portfolio, and 3. average exchange rate volatility. The formula in turn yields 3 rules: 1. Hedge foreign equities. 2. Hedge equities equally for all countries. 3. Do not hedge 100% of the foreign equities. The universal hedging formula assumes that investors hedge real (inflation-adjusted) exchange rate changes, not changes due to inflation differentials between countries. The formula's results may be thought of as a base case. When an investor deviates from the formula because she thinks a particular currency is overpriced or underpriced, she can plan to bring her position back to normal as the currency returns to normal. |
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The formula for this optimal hedge ratio depends on just 3 inputs: 1. the expected return on the world market portfolio, 2. the volatility of the world market portfolio, and 3. average exchange rate volatility. The formula in turn yields 3 rules: 1. Hedge foreign equities. 2. Hedge equities equally for all countries. 3. Do not hedge 100% of the foreign equities. The universal hedging formula assumes that investors hedge real (inflation-adjusted) exchange rate changes, not changes due to inflation differentials between countries. The formula's results may be thought of as a base case. When an investor deviates from the formula because she thinks a particular currency is overpriced or underpriced, she can plan to bring her position back to normal as the currency returns to normal.</abstract><cop>Charlottesville</cop><pub>Taylor & Francis Ltd</pub></addata></record> |
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issn | 0015-198X 1938-3312 |
language | eng |
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source | EBSCOhost Business Source Ultimate; International Bibliography of the Social Sciences (IBSS); ABI/INFORM global; JSTOR Archival Journals and Primary Sources Collection |
subjects | Apples Capital assets Consumption Currency Economic models Equilibrium Expected values Foreign exchange rate risk Foreign exchange rates Foreign investment Hedging International finance Portfolio management Statistical analysis Stock exchanges Stocks Volatility |
title | Universal hedging: Optimizing currency risk and reward in in |
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