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Research on Exchange Rates and International Prices Costas Arkolakis Teaching fellow: Federico Esposito Economics 407, Yale January 2014 Engel 1999: Accounting for US RER changes Measure the proportion of US RER movements accounted by


  1. Research on Exchange Rates and International Prices Costas Arkolakis Teaching fellow: Federico Esposito Economics 407, Yale January 2014

  2. Engel 1999: Accounting for US RER changes Measure the proportion of US RER movements accounted by movements in relative prices of non-traded goods � Five di¤erent indices for measuring prices of nontraded goodss � Contrary to the theory we studied in the last two classes, movements in the relative prices of nontraded goods appear to account for almost none of the movement in the US RER � A puzzle?

  3. Price Index: A Parametrized Version We follow the approach of Engel 1999 Let P T t : Price index of tradables, P N t : price index of nontradables. Assume Cobb-Douglas price-indexes: � � 1 � α � � α � � 1 � β � � β P T P N and P � P T � P N � P t = t = t t t t

  4. Price Index: A Parametrized Version Let P T t : Price index of tradables, P N t : price index of nontradables. Assume Cobb-Douglas price-indexes: � � 1 � α � � α � � 1 � β � � β P T P N and P � P T � P N � P t = t = t t t t Let p t = log P t , p T t = log P T t , p N t = log P N t . The price indexes become and p � t = ( 1 � β ) p T � + β p N � p t = ( 1 � α ) p T t + α p N t t t

  5. Price Index: A Parametrized Version Let P T t : Price index of tradables, P N t : price index of nontradables. Assume Cobb-Douglas price-indexes: � � 1 � α � � α � � 1 � β � � β and P � P T � P N � P T P N P t = t = t t t t Let p t = log P t , p T t = log P T t , p N t = log P N t . The price indexes become and p � t = ( 1 � β ) p T � + β p N � p t = ( 1 � α ) p T t + α p N t t t e t = log e t , ˜ E t = log E t . The real exchange rate has as � Let ˜ E t + p � ˜ e t = t � p t ˜ � � � � E t + p T � � p T p N � � p T � p N t � p T ˜ e t = t + β � α ˜ t t t t | {z } non-traded goods component

  6. Goal How much of the exchange rate movements can be explained by the nontraded goods component � � � � E t + p T � � p T p N � � p T � p N t � p T e t = ˜ t + β � α ˜ t t t t | {z } non-traded goods component Look at …ve measures of nontraded-goods prices � CPI for tradables and nontradables � OECD output prices for traded- and nontraded-goods � Personal consumption de‡ators � Producer Price Index (PPI) vs Consumer Price Index (CPI)

  7. Goal How much of the exchange rate movements can be explained by the nontraded goods component � � � � E t + p T � � p T p N � � p T � p N t � p T e t = ˜ t + β � α ˜ t t t t | {z } non-traded goods component Contribution vs previous literature: � Uses data for tradables, nontradables in order to compare the contribution of nontraded to traded goods � Conclusion: nontraded-goods account for very little of movement in real exchange rates. Movements mostly explained by violations of the law of one price for tradeables. � Engel’s results are largerly con…rmed & extended to a sample of 50 countries by Betts and Kehoe 2006

  8. Betts and Kehoe 2006 Figure: Contribution of Real Exchange Rate of Non-Tradeable to overall Real Excange Rate

  9. Betts and Kehoe 2006 Figure: Contribution of Real Exchange Rate of Non-Tradeable to overall Real Excange Rate, various trade-weighted statistics

  10. Non Tradeables or Tradeables? ) If non-tradeables cannot explain all the change in the real exchange, then what? � A puzzle for the main theory we described � Tradeables are the ones generating most of the change. � One of its assumption has to fail: law of one price for tradeables? � New research has looked into traded goods at a more dissagregated level to understand this relationship: sectors, …rms, scanner data!

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