Global
Global
Global
Economic
Economic
Economic
Prospects
Prospects
Prospects
Volume 5
Volume 5
Volume 5
| June 2012
| June 2012
| June 2012
The World Bank
Managing growth
in a volatile
world
© 2012 The International Bank for Reconstruction and Development / The World Bank


3
Global Economic Prospects

Managing growth in a volatile world


Indira Chand, Cynthia Case-McMahon and Merrell Tuck-Primdahl managed media relations and the dissemination.
Hazel Macadangdang managed the publication process.

Several reviewers offered extensive advice and comments. These included Inger Andersen, Ulrich Bartsch, Maria
Teresa Benito-Spinetto, Fabio Bittar, Zeljko Bogetic, Otaviano Canuto, Shubham Chaudhuri, Jeff Chelsky, Punam
Chuhan-Pole, Tito Cordella, Jorg Decressin, Augusto de la Torre, Shantayanan Devarajan, Tatiana Didier, Pablo
Fajnzylber, Manuela V. Ferro, Caroline Freund, Bernard G. Funck, David Michael Gould, Marcelo Giugale, Bert
Hofman, Zahid Hussain, Elena Ianchovichina, Kalpana Kochhar, Auguste Tano Kouame, Roumeen Islam, Jeffrey
D. Lewis, Philippe H. Le Houerou, Jose R. Lopez Calix, Ernesto May, Alexey Morozov, Antonio M. Ollero, Sam-
uel Pienknagura, Bryce Quillin, Christine M. Richaud, Sudhir Shetty, Vijay Srinivas Tata, Phil Suttle, Anthony G.
Toft, Yvonne M. Tsikata, Willem van Eeghen, Jan Walliser.

5
Table of Contents
Main Text ………………………………………………………………………… … 1
Topical Annexes
Industrial production ………………………………………………………………… 31
Inflation. ……………………………………………………………………………… 37
Recent developments in financial markets …………………………………………… 43
Trade …………………………………………………………………………….…… 53
Exchange rates …………………………………………………………………… ….…59
Prospects for commodity markets ……………………………………………….….… 67
Regional Annexes
East Asia & the Pacific ……………………………………………… … … …….…79
Europe & Central Asia ………………………………………………… ……… … …89
Latin America & the Caribbean …………………………………… …………… ….101
Middle East & North Africa ……………………………………………………… … 115
South Asia ………………………………………………………….……………… 127
Sub-Saharan Africa ……………………………………………….………………… 143


easing in developing countries was reflected in a
strengthening of real-side economic activity in
both developing and high-income countries.
Annualized growth rates for industrial
production, import demand and capital goods
sales returned to positive territory with
developing countries leading the rebound.
Increased Euro Area jitters have reversed
earlier improvements in market sentiment
Most recently, market tensions have jumped up
again, sparked by fiscal slippage, banking
downgrades, and political uncertainty in the
Euro Area. The renewed market nervousness has
caused the price of risk to spike upwards
globally. In the Euro Area, measures of financial
market tension, such as Credit Default Swap
(CDS) rates, have risen to levels close to their
peaks in the fall of 2011. In other high-income
countries, CDS rates have risen somewhat less
sharply. Among most developing countries, CDS
rates are currently about 65 to 73 percent of
peak levels, and between 77 and 90 percent for
countries in the Europe & Central Asia region.
Other financial market indicators have also
deteriorated, with developing– and high-income
country stock markets losing about 10 percent
(at their recent trough) since May 1st, giving up
almost all of the gains generated over the
preceding 4 months. They have since recovered
about half that value. Yields on high-spread

precautionary saving by firms and households in
response to renewed uncertainty. Overall, high-
income GDP is expected to expand only 1.4
percent this year weighed down by banking-
sector deleveraging and ongoing fiscal
Global Economic Prospects June 2012:
Managing growth in a volatile world

Overview & main messages

2
Table 1 The Global Outlook in summary
(percent change from previous year, except interest rates and oil price)
2010 2011 2012e 2013f 2014f
Global Conditions
World Trade Volume (GNFS) 13.0 6.1 5.3 7.0 7.7
Consumer Prices
G-7 Countries
1,2
1.2 2.4 1.9 1.8 2.0
United States 1.6 3.1 2.6 2.4 2.5
Commodity Prices (USD terms)
Non-oil commodities 22.5 20.7 -8.5 -2.2 -3.1
Oil Price (US$ per barrel)
3
79.0 104.0 106.6 103.0 102.4
Oil price (percent change) 28.0 31.6 2.5 -3.4 -0.6
Manufactures unit export value
4
3.3 8.9 0.9 1.2 1.5

Thailand 7.8 0.1 4.3 5.2 5.6
Europe and Central Asia 5.4 5.6 3.3 4.1 4.4
Russia 4.3 4.3 3.8 4.2 4.0
Turkey 9.2 8.5 2.9 4.0 5.0
Romania -1.6 2.5 1.2 2.8 3.4
Latin America and Caribbean 6.1 4.3 3.5 4.1 4.0
Brazil 7.5 2.7 2.9 4.2 3.9
Mexico 5.5 3.9 3.5 4.0 3.9
Argentina 9.2 8.9 2.2 3.7 4.1
Middle East and N. Africa 3.8 1.0 0.6 2.2 3.4
Egypt
7
5.0 1.8 2.1 3.1 4.2
Iran 2.9 2.0 -1.0 -0.7 1.5
Algeria 3.3 2.5 2.6 3.2 3.6
South Asia 8.6 7.1 6.4 6.5 6.7
India
7, 8
9.6 6.9 6.6 6.9 7.1
Pakistan
7
4.1 2.4 3.6 3.8 4.1
Bangladesh
7
6.1 6.7 6.3 6.4 6.5
Sub-Saharan Africa 5.0 4.7 5.0 5.3 5.2
South Africa 2.9 3.1 2.7 3.4 3.5
Nigeria 7.9 7.4 7.0 7.2 6.6
Angola 3.4 3.4 8.1 7.4 6.8
Memorandum items

exceeding 6 percent in each of 2013 and 2014.
The projected recovery in the Middle-East &
North Africa is uncertain and is contingent on
assumptions of a gradual easing of social unrest
during 2012 and a return to more normal
conditions during 2013 and 2014.
In the baseline, the slower growth in developing
countries mainly reflects a developing world that
has already recovered from the financial crisis.
Several countries are rubbing against capacity
constraints that preclude a significant
acceleration in growth, and may even require a
slowing in activity in order to prevent
overheating over the medium run.
Should global conditions deteriorate, all
developing countries would be hit — making the
replenishment of depleted macroeconomic
cushions a priority
The resurgence of tensions in the high-income
world is a reminder that the after effects of the
2008/09 crisis have not yet played themselves
out fully. Although the resolution of tensions
implicit in the baseline is still the most likely
outcome, a sharp deterioration of conditions
cannot be ruled out. While the precise nature of
such a scenario is unknowable in advance,
developing countries could be expected to take a
large hit. Simulations suggest that their GDP
could decline relative to baseline by more than
four percent in some regions, with commodity

external environment for developing economies
is likely to remain characterized by volatile
capital flows and volatile business sentiment.
As a result, sharp swings in investor sentiment
and financial conditions will continue to
complicate the conduct of macro policy in
developing countries. In these conditions, policy
in developing countries needs to be less re-active
to short-term changes in external conditions, and
more responsive to medium-term domestic
considerations. A reactive macroeconomic
policy runs the risk of being pro-cyclical, with
the impact of a loosening (tightening) in
response to a temporary worsening
(improvement) of external conditions stimulating
(restraining) domestic demand at the same time
as external conditions recover (weaken).
For the many developing economies that have,
or are close to having fully recovered from the
crisis, policy needs to turn away from crisis-
fighting and re-prioritize the kinds of
productivity-enhancing reforms (like investment
in human capital and regulatory reform) that will
support a durable pickup in growth rates over the
longer term.
Global Economic Prospects June 2012 Main Text
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