Former Fed Chair Bernanke has penned a blog post that seeks to refute claims that the US monetary policy was the start of a currency war. This claim was first levied by Brazil's finance minister in 2010 as the Federal Reserve, under Bernanke's leadership, launched a long-term securities purchase program commonly dubbed Quantitative Easing (QE).
Many in the media and the analytic community ran with the currency war concept, much to our dismay. In our work over the last several years, we have been critical of what we thought was a misuse of the concept.
Bernanke provides a quasi-official response. His argument is two-fold. The first part in effect claims that the currency war claim is based on incomplete analysis. It is true, he admits, that holding everything else constant, the easier monetary policy in the US would drive the dollar down and boost exports.
Bernanke provides a quasi-official response. His argument is two-fold. The first part in effect claims that the currency war claim is based on incomplete analysis. It is true, he admits, that holding everything else constant, the easier monetary policy in the US would drive the dollar down and boost exports.
However, he quickly notes that there are other moving parts. Everything else is not constant. Specifically the same monetary policy that may weaken the dollar, boosts domestic demand by stimulating employment. This lift income and demand for goods and services, some of which will be provided by foreign producers.
According to Fed research the two transmission channels, foreign exchange and the income effect create opposite impulses of roughly the same magnitude. A 25 bp fall in the 10-year yield may boost net exports by 0.15%, but also lowers net US exports by almost the same amount through the income effect.
The second part of Bernanke's argument is a look at the data itself. Outside of a brief period in 2008 and 2009, US net exports did increase, but this was more due to a collapse of imports as domestic demand imploded rather than an increase in exports. Since 2010, net exports have contributed little to US growth and in 2010 and 2014, it was actually a drag.
Bernanke scoffs. A currency war by definition requires a currency to weaken. According to various metrics the dollar appreciated sharply in the second half of 2008, and proceed to unwind those gains in 2009-2011. Since mid-2011 the dollar has been appreciating. The pace of appreciation has accelerated since mid-2014.
He provides two charts, which I cut and paste here, to illustrate his points about the role of exports and the dollar's exchange rate.
![](data:image/png;base64,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)
Bernanke's arguments are not going to the be the last word on the issue. However, his arguments raise the bar for those who claim the US started a currency war. He says such claims are based on incomplete analysis and are not consistent with the data. His point about the two channels of policy transmission are involved, not just one, likely has broader applicability than just the US.
Disclaimer
He provides two charts, which I cut and paste here, to illustrate his points about the role of exports and the dollar's exchange rate.
Bernanke's arguments are not going to the be the last word on the issue. However, his arguments raise the bar for those who claim the US started a currency war. He says such claims are based on incomplete analysis and are not consistent with the data. His point about the two channels of policy transmission are involved, not just one, likely has broader applicability than just the US.
Disclaimer
Bernanke and the Forever (Currency) War
Reviewed by Marc Chandler
on
January 06, 2016
Rating:
![Bernanke and the Forever (Currency) War](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKc3aNBSofRH4oIbe62c-HmQkKZG0xeySCAV_dO27J6VogynnHJRbXLtlw69HsmlOjSAxQ5XUPMUiM9yvg9aQqnkDpn_iA3hdwuOndKtSLdJeFY2ZQ9WMNChYy3j-UiF5NsQVBBD3qh-4/s72-c/bernanke.jpg)