Global Imbalances What Willem H. Buiter

Global Imbalances
What Global Imbalances?
Willem H. Buiter
Professor of European Political Economy,
London School of Economics and Political Science
(New & one hopes improved version)
Presentation prepared to introduce a debate on ‘Global Imbalances’, on the occasion of the award of the Premio "German
Bernacer de Economia Monetaria to Professor Hélène Rey, on May 21, 2007 at the Banco de España.
© Willem H. Buiter 2007
• There is a tendency in the economics
profession to regard anything that is
not indefinitely sustainable - not in
steady state - as an ‘imbalance’.
Following this usage, the following
would represent imbalances:
–Any positive population growth rate
–My life
–Life on earth
2
Laws of Unsustainability
1.
2.
3.
4.
Herbert Stein’s Law:
"If something cannot go on forever, it will stop".
Rudi Dornbusch’s First Corollary of Stein’s Law:
“Something that can’t go on forever, can go on much
longer than you think it will”.
Rudi Dornbusch’s Second Corollary of Stein’s Law:
“The speed and magnitude of the eventual turn around
will always take you by surprise”.
Ben Friedman’s Perverse Corollary of Stein’s Law:
“…in the presence of large ……. deficits nothing need
be done because something will be done.”
3
• Preferred definition of ‘imbalance’: a
process that:
– Is unsustainable
– Is unlikely to be corrected spontaneously
without painful adjustment
– requires policy/institutional changes for
orderly/least cost correction
4
The US current account deficit
• The US NIIP (net international investment
position) is (likely to be) a significantly larger
negative number than the official BEA data
(20.4% in 2005) suggest.
• True US net foreign factor income is (likely to
be) a much larger negative number (maybe
1.5% to 2.0 % of GDP) than the official nearzero figure.
• A belief in ‘dark matter’ indicates the likely
absence of ‘grey matter’.
• Therefore the US current account position is
‘unsustainable’.
• Despite being ‘unsustainable’, the US current
account deficit is not a problem.
6
Why do foreigners invest in the US?
•
Cumulative current account deficits of US 1980-2004
are $1.7tn larger than the fall in US NIIP.
• 2004, US net external liabilities = $2.5tn & US net
foreign factor income = $30bn:
a rate of return of
effectively zero
• Who are these shockingly inefficient foreign
investors in the US?
1. Central banks acting as ‘reverse hedge funds’
•
•
People’s Bank of China: $1.2 tn in 2007, QII, mostly in
TBs, much of it in US TBs
Bank of Japan: Around $1.0tn in 2007, much of it in US
$s
7
Rank
Central Bank/Monetary Authority
billion USD (end of month)
1
People's Republic of China
$1202 (March)
2
Japan
$916 (April)
Eurozone
$451 (March)
3
Russia
$386 (May 11)
4
Republic of China (Taiwan)
$267 (April)
5
South Korea (Republic of Korea)
$247 (April)
6
India
$204 (May 04)
7
Singapore
$140 (April)
8
Hong Kong, China
$137 (April)
9
Brazil
$122 (May 02)
10
Germany
$115 (March)
-
Source: Wikipedia
9
2. Foreigners holding US currency:
seigniorage earned on the stock of US
currency held abroad (Allison (1998), Doyle
(2000), Rogoff (1998) Drehman et al. (2002)).
Between 30% and 75% US currency held
abroad (BEA estimate for end of 2004:
$333bn; own estimates (Buiter (2006)),
between $200bn and $500bn.
10
Dark Matter or Cold Fusion?
• Evidence that rate of return on US external assets is systematically
higher than on US external liabilities is either non-existent or
unconvincing
– Gourinchas and Rey (2006a,b): over past three decades U.S.
investors’ returns on foreign equities and bonds have exceeded
foreigners’ U.S. returns by 6.21 percent and 3.72 percent,
respectively, per year
– In addition, composition effects: US external asset share in
equity higher than US external liability share; + equity risk
premium
– Hausmann & Sturzeneger (2005): “Dark matter”
– Other contributors: Buiter (2006), Cline (2005), Curcuru et. al.
(2007), Gros (2006a,b), McKelvey (2005), Obstfeld & Rogoff
(2005), O’Neill & Hatzius (2007)
11
When all else fails, look at the data
• Equity and bonds:
– Curcuru, Dvorak & Warnock (2007): 1994-2005: no
difference in returns on combined bond and equity
portfolios; there is a composition effect but US has a
negative yield differential for both bonds and equity.
– Risky bonds: (Buiter (2006)); non-performing interest
accrues in foreign factor income account until it gets
formally written off/down or restructured. When it gets
formally written off, it goes through the (new-style)
capital account. If it never gets restructured, who
knows…..
12
• FDI
– Do we believe the (flow) balance of payments
data or the (stock) foreign assets and
liabilities (gross & net International Investment
Position) data from the BEA ?
– BoP data record transactions (cross-border
payments and receipts flows) except for
‘reinvested earnings’ (in foreign factor income
account); improves the US current account
by about $50-100 billon per annum (foreign
firms report systematically very low profits for
their US-owned operations).
13
• Little difference as regards distributed
earnings between US FDI abroad and
foreign FDI in the US. Massive difference
between reinvested earnings, which are
negligible for foreign FDI in the US.
– Reinvested earnings are calculated from surveys as difference
between reported profits and repatriated profits.
– Higher reported profits by foreign affiliates of US firms do not
bring immediate additional tax liability: US tax deferred until
repatriation
– Higher reported profits by US affiliates of foreign firms (usually
incorporated in US), bring immediate tax liability
– Capital gains on FDI (corrected for re-invested profits), estimated
from capital gains on portfolio equity.
• No reported data that are tax-driven should be believed
14
As Grey Matter triumphs over Dark Matter:
• Yes Virginia, the US has a large (probably > 30%
of GDP) negative NIIP and non-negligible true
net foreign factor income, probably between 1.5
and 2.0% of GDP.
• The US trade balance deficit is just over 6% of
GDP
• So what?
• Sustainability:
15
Some sustainability arithmetic
l
sp
rp  g p
(1)
l :  NIIP as a share of GDP
s p : permanent primary (current account
minus net foreign factor income) as a share of GDP
rp : permanent real rate of return on NIIP
g p : permanent growth rate of real GDP
16
US Current Account Sustainability Arithmetic
• Some illustrative numbers:
l  30%; rp  4.0%; g p  3.0%
 s p  0.30% of GDP
or
l  30%; rp  5.0%; g p  3.0%
 s p  0.60% of GDP
Unless we are in a Ponzi world with
rp  gp
any country with negative NIIP will have to run a permanent primary
surplus if it is to remain solvent. So the US trade balance deficit will
have to be reduced permanently by at least 6 percent of GDP, if
there is to be no default.
17
Some unpleasant trade balance arithmetic

 
X ( , Y )  M ( , Y )

Y
Y
:trade balance surplus as a share of GDP
:export volume (in units of GDP)
: import volume
: real domestic GDP
b
b
X
M
Y

*
1
(2)
Y * : real foreign GDP
 : terms of trade (relative price of exports and imports)
If follows that:
 
x
b  1   X ,
   ,
m
 
Y
(b   M ,Y m)
Y
*

Y
 X ,Y * x *
Y
  
 m


(3)
18
What is the magnitude of the required trade balance correction?
US Current Account Balance
2
1
05
20
03
20
01
20
99
19
97
19
95
19
93
19
91
19
89
19
87
19
85
19
83
19
81
19
79
19
77
19
75
19
73
19
71
19
69
19
67
19
65
19
63
19
61
19
19
59
0
(% of GDP)
-1
-2
-3
-4
-5
-6
-7
Current account balance (% of GDP)
Trade balance is very close to the current account balance
throughout.
19
% of GDP
19
80
19
81
19
82
19
83
19
84
19
85
19
86
19
87
19
88
19
89
19
90
19
91
19
92
19
93
19
94
19
95
19
96
19
97
19
98
19
99
20
00
20
01
20
02
20
03
20
04
20
05
20
06
Spain: current account surplus (% of GDP)
3
2
1
0
-1
-2
Current account surplus (% of GDP)
-3
-4
-5
-6
-7
20
But the winner is: LATVIA!
Latvia's External Balances (% of GDP)
30
20
(% of GDP)
10
Current account
Current account (excl. reinvested earnings)
0
1989 1990 1991 1992 1993 1994 1995 1996 1997
1998 1999 2000 2001 2002 2003 2004 2005 2006
Trade balance
-10
-20
-30
21
The other side of the US
‘imbalance’
China's current account balance
8.0
6.0
2.0
Current account balance (% of GDP)
04
03
02
01
00
99
98
97
96
95
94
93
92
91
90
89
88
87
86
85
84
83
05
20
20
20
20
20
20
19
19
19
19
19
19
19
19
19
19
19
19
19
19
19
19
19
82
0.0
19
(% of GDP)
4.0
-2.0
-4.0
-6.0
22
Back to the USA:
• With exports 10.0% of GDP and imports
16.5% of GDP in the US:
b  0.06; b  0.06;  x  m  1;
x  0.10; m  0.165; 
M ,Y
 1; 
X ,Y *
1
Y
 with constant terms of trade,
 0.267
Y
or

 with constant domestic output,
 0.60

23
Marshall-Lerner Torture:
• To achieve a 6 percent of GDP increase in the
trade balance surplus requires a 26.7 percent
reduction in domestic GDP
• To achieve a 6 percent of GDP increase in the
trade balance surplus requires a 60 percent
reduction in the relative price of exports
• Reasons
– low relative price elasticities
– imports and exports are small shares of GDP
24
Some rather more pleasant trade balance arithmetic
• Even in this exclusively demand-oriented
approach, growth in the rest of the world will
help out.
• The income elasticities of export and import
demand are likely to be greater than 1 (ratios of
exports and imports to GDP have been rising).
This is good news for the trade balance if there
is robust global growth and if domestic demand
contracts.
25
Some much more pleasant trade balance arithmetic
•
•
•
View import demand as the excess of domestic
demand for importables over domestic
production of importables/import-competing
goods
View exports from the supply side as the
excess of domestic production of exportables
over domestic demand for exportables
2 types of goods
1. Traded (or tradable)
– Exports (or exportables)
– Imports (or import-competing goods)
2. Non-traded
26
Marshall-Lerner de-fanged

• 2 key relative prices

– Terms of trade (relative price of exports to imports):
– Relative price of traded to non-traded goods or real exchange rate:
But for trade balance adjustment,  does all the work!

• 2 key intersectoral resource reallocations:
– Between traded and non-traded sectors
– Within the traded sector between exporting and import-competing
sectors.
• Lower domestic demand (‘absorption’) reduces imports and
increases exports at given terms of trade & real exchange
rate
27
Intersectoral resource movement: the
key to trade balance adjustment
• A depreciation of the real exchange rate (at
given terms of trade & aggregate demand and
resource utilisation)
– shifts resources into the production of tradable
goods, i.e. increases the domestic production of
exportable and import-competing goods.
– reduces the domestic demand for tradable goods,
i.e. reduces domestic demand for exportable and
import-competing goods
exports increase and imports
28
decrease
• The alternative perspective on the trade
balance can be represented as follows:
X   1 M
b
Y
X  QX  DX
(4a)
M  DM  QM
(4b)
QN  DN
(5)
29
I needed another slide for a continuation of the Notes page associated with the
previous slide. These are two very well-balanced cats.
32
 T qT , 
 A
T A
d T ,   
T
b   q 
d

 d  

Y

 
Y 
but note that
(7)
A
 1 b
Y
So, using this or (equivalently) the non-traded
goods market equilibrium condition (5) we find:



 
dN
(8)

b


 qT  qT ,   d T A  d T ,  

Y

where d N  1  d T is the share of domestic demand spent
on non-traded goods
33
with:
qT  0.5
d N  0.5
A
 1.06
Y

qT , 

dT ,
1
A reduction in the trade balance deficit by six percentage points of GDP requires a
depreciation of the real exchange rate of 2.9 percent (and, of course, a reduction in
the ratio of domestic demand to GDP by six percentage points)
34
For the pessimists:
Of course, if you believe
m
 0.156
1.06
then the same 6% of GDP reduction in the trade balance deficit
qT  x  0.10 and d T 
would require a 26.2 percent real exchange rate
depreciation (and still, of course, a 6 percentage point reduction in
Key point: tradable does not mean actually traded today,
especially given a bit of time.
35
A
)
Y
USA
• The US has the most flexible economy in the
developed world
• There is considerable inter-regional labour mobility
• Real wages and real unit labour costs have proven to
be very flexible.
• Many goods and services that were non-tradable have
become tradable thanks to improvements in
communications, transportation & ICT generally (i.e.
thanks to globalisation and the internet).
36
China
• China’s real exchange rate is not significantly
undervalued as long as there is an ‘Arthur
Lewis-style’ unlimited supply of labour from the
country side, ready to move into either the
traded or the non-traded modern sectors.
• China’s nominal exchange rate is undervalued
• Having the public sector manage the bulk of the
nation’s foreign assets is a bad idea.
• Having the central bank manage the bulk of the
nation’s foreign assets is a very bad idea.
37
China ctnd
• China is ‘too open’ as regards international
trade, given its size and level of economic
development
• This is not inconsistent with the view that
China ought to liberalise its service
sectors, including financial services, open
them up to foreign competition.
38
China's trade openness
70
60
(% of GDP)
50
40
Import share of GDP (%)
Export share of GDP (%)
Trade share of GDP (%)
30
20
10
0
1980 1981 1982 1983 1984 1985 1986 1987 1988 1989 1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 2003 2004 2005
39
• China needs to shift resources into its non-traded
sectors, and reduce both domestic saving and
(environmentally destructive) capital formation.
• This resource re-allocation will not be a problem.
Between now and 2030, another 350 million people
may move into the cities. Labour force is highly
motivated, skilled, flexible, mobile; independent unions
are weak because of totalitarian government. It will not
require serious real appreciation of the Yuan.
• China will remain a high saving country, with likely
persistent current account surpluses
– Life-cycle reasons (demographics – one child policy;
weakening of private provision of soc. sec. through ‘dynastic’
and extended families; inadequate state-funded social
security retirement programmes)
– Greater role for private funding of education
– Precautionary saving: greater role for private funding of
health care
40
Conclusion
• The large current account imbalances
(US, China, commodity exporters) are not
a problem.
• No coordinated action to reduce/eliminate
these imbalances is required
• Latvia has a current account problem - or
rather an explosive credit boom, one of
whose manifestations is a very large
current account deficit. The US does not.
41
Conclusion ctnd
•
There are serious global problems
1. Underpricing of credit risk
2. Still abnormally low long-term real interest rates
3. Span of control of financial regulators/supervisors does not
capture many new institutions and instruments
4. Properties of new contingent claims poorly understood; not
stress-tested in real credit crunch; exposure to new
contingent claims unknown to regulators/supervisors
5. Protectionist threats
6. Central banks behind the curve in the face of re-emerging
global inflationary pressures
7. Environmentally unsustainable production and
consumption patterns in the US, China and India
especially.
•
But don’t worry about current account imbalances
42
(except perhaps in Latvia)