Global imbalances: Lessons from historical reversals
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Luiz de Mello Pier Carlo Padoan |
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Global imbalances are firmly back on the policy agenda. This column examines evidence from past imbalances that suggests that the current-account reversals can be sizeable and the resulting disruption to capital flows could pose risks for the global recovery. Global imbalances, measured as the sum in absolute terms of the current-account positions of the world’s major regions, nearly halved in the aftermath of the global crisis after reaching a post-war high of over 5% of world GDP in 2008. Figure 1 shows the evolution from 1970 to latest data. But much of this was a mechanical result of the collapse in trade (Baldwin 2009; Claessens et al. 2010) and they are now widening again. The question of global imbalances is firmly back on the policy agenda. Figure 1. Current-account balances (in % of world GDP), 1970-2010
Source: de Mello and Padoan (2010). Large global imbalances are not necessarily undesirable, so long as they reflect increased financial integration and a more efficient allocation of global savings across countries. But past experience shows that current-account reversals following rising global imbalances can be sizeable. The associated disruptive movements in capital flows could pose risks for the global recovery, which remains hesitant and uneven across countries and regions. We can draw lessons from past episodes of current-account reversals for the present situation both in terms of policies and patterns of capital flows. A chronology of current-account reversalsThe first step to learning the lessons of historical reversals is to identify particular episodes. But this is no simple task, and there are many different methodologies for defining current-account reversals. Most of the empirical literature uses ad hoc definitions based on the size of adjustments in external positions (Milesi-Ferretti and Razin 1997 and 2000, Eichengreen and Adalet 2005, Edwards 2005, Liesenfeld et al. 2007). In recent work we take a different approach (de Mello and Padoan 2010 and de Mello et al. 2010). We think of current-account reversals as structural breaks in a country’s current-account balance that ensure sustainability in external positions. External imbalances build up while remaining sustainable for a period of time until a structural break takes place. Our focus is therefore not on the size of the reversal per se but on whether or not the presence of a reversal ensures sustainability of the ratio of current-account balances to GDP. A chronology of such sustainability-consistent reversals can be identified using unit root tests that allow for structural breaks in the level and/or trend of the ratio of current account balance to GDP.1 We find it important to also consider reversals in trends, because external sustainability can be maintained without a large shift in the level of the current-account balance in relation to GDP. Indeed, our chronology shows that, except for Japan in the second quarter of 1979, all the reversals that have been associated with external sustainability in the major deficit and surplus regions have occurred in the trends, not the levels, of the current-account balance-to-GDP ratios. Specifically our tests show that current-account reversals (in trends) took place in:
See the appendix table for more details. Current account reversals: A few stylised factsBased on our chronology of current-account reversals, an event analysis can be carried out for a number of variables that are known to affect a country’s external sustainability. Take for instance fiscal policy (Figure 2). The event analysis shows that the budget balance differs considerably in deficit and surplus countries prior to and after current-account reversals.
This suggests that fiscal consolidation may contribute to reducing global imbalances, although the responses of private saving to changes in government savings also need to be taken into account.
This suggests that concern about the sustainability of public finances is not a major driver of current-account adjustment in these countries. We also find that inspection of exchange rate patterns in the vicinity of current-account reversals is instructive.
The longer-term repercussions of current-account reversals can be gauged by looking at patterns in potential output growth around structural breaks. Potential output accelerates in the aftermath of corrections in external positions in deficit and surplus countries alike, a development that is nevertheless short-lived, as the post-reversal growth impetus appears to ebb after a year. This suggests that structural reform is needed to entrench the short-term impact of regained external sustainability on potential growth. Figure 2. An event analysis of current account reversals A. Government balance (rescaled to 0 at t0) A first lesson we draw from previous current-account reversals is that a combination of fiscal, exchange rate, and structural policies could bring about a sustained reduction in global imbalances in the present situation. This point is also made in the latest OECD Economic Outlook (OECD 2010), where a number of simulations are presented to compare and contrast the impact of different policy scenarios on the evolution of global imbalances over the longer term. Implications for capital flowsA second lesson concerns capital flows. While imbalances can be reduced through appropriate policies, such policies will have implications for the direction and composition of flows of capital between surplus and deficit countries. Of course, a fully-fledged analysis is beyond the scope of this note, but a few stylised facts can be highlighted. For example:
References
Bagnai, A and S Manzocchi (1999), “Current-Account Reversals in Developing Countries: The Role of Fundamentals”, Open Economies Review, 10:143-63. Baldwin, Richard (ed.) (2010), The Great Trade Collapse: Causes, Consequences and Prospects, A VoxEU.org Publication, 27 November. Caballero, RJ and A Krishnamurthy (2009), “Global Imbalances and Financial Fragility”, American Economic Review: Papers & Proceedings, 99:584-588. Claessens, Stijn, Simon J Evenett, and Bernard Hoekman (eds.), Rebalancing the Global economy: A Primer for Policymaking, A VoxEU.org Publication, 23 June. de Mello, L and PC Padoan (2010), “Are global Imbalances Sustainable? Post-Crisis Scenarios”, OECD Economics Department Working Paper, No. 795, OECD, Paris. de Mello, L, PC Padoan and L Rousova (2010), “Are global Imbalances Sustainable? Shedding Further Light of the Causes of Current Account Reversals”, OECD Economics Department Working Paper, forthcoming, OECD, Paris. Edwards, S (2005), “Capital Controls, Sudden Stops and Current Account Reversals”, NBER Working Papers, No.11170, National Bureau of Economic research, Cambridge, MA. Eichengreen, B and M Adalet (2005), “Current Account Reversals: Always a Problem?”, NBER Working Paper, No. 11634, NBER, Cambridge, MA. Lee, J and MC Strazicich (1999), “Minimum LM Unit Root Test”, Faculty Research Paper, No. 9932, Department of Economics, University of Central Florida, Orlando, FL. Lee, J and MC Strazicich (2003), “Minimum Lagrange Multiplier Unity Root Test with Two Structural Breaks”, Review of Economics and Statistics, 85:1082-89. Liesenfeld, R, GV Moura and J-F Richard (2007), “Dynamic Panel Probit Models for Current Account Reversals and their Efficient Estimation”, Economics Working Paper, No. 2007-11, Department of Economics, Christian-Albrechts University, Kiel. Milesi-Ferretti, GM and A Razin (1997), “Sharp Reductions in Current Account Deficits: An Empirical Investigation,” NBER Working Paper, No.6310, NBER, Cambridge, MA. Milesi-Ferretti, GM and A Razin (2000), “Current Account Reversals and Currency Crises, Empirical Regularities”, in P. Krugman (ed.), Currency Crises, University of Chicago Press, Chicago, Il. OECD (2010), OECD Economic Outlook, No. 87, Chapter 4, OECD, Paris. AppendixTable 1. A chronology of current account reversals: Unit root tests Current account balance accumulated over four quarters (in % of GDP)
Note: The optimal number of lagged first-differenced terms included in the unit root test to correct for serial correlation is selected according to the general-to-specific procedure of Lee and Strazicich (1999 and 2003) with a maximum number of lags set to 8. Statistical significance at the 1, 5 and 10% levels is indicated by ***, ** and *, respectively. The statistical significance/insignificance of the estimated breaks in levels and trends is denoted at the 10% level by “s” and “n”, respectively. Oil exporters includes Canada and Saudi Arabia. Source: de Mello and Padoan (2010).
1 See de Mello and Padoan (2010) and de Mello et al. (2010) for more information on the methodology. To our knowledge the only other study that defines structural breaks on the basis of the data generating process is Bagnai and Manzocchi (1999), although they use a different methodology to test for the presence of unit roots in the data. This article may be reproduced with appropriate attribution. See Copyright (below). Topics:
Global crisis, International trade
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