All Terrain ThinkingA Compendium of things I think are Important |
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Economics: It's not just whats' in your wallet |
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The International Debt Crisis No story of the international situation would be complete without some mention of the debt crises of the 1980s. This story, however, had its roots in the previous decade during the OPEC round of price increases. Between 1970 and 1980 the price of a barrel of OPEC oil rose from $1.30 to $28.67, an increase of 2100 percent or 36 percent per year. The result was severe inflationary pressure and a massive flow of wealth into the oil producing Middle East countries. The Middle East countries were now in a position of deciding what to do with their new found wealth. It was impossible to utilize these funds domestically so the OPEC countries invested their money in American and European banks. It was now the banks' problem, what to do with the enormous pool of funds? Between 1976 and 1980, OPEC deposits of petrodollars averaged $134.4 billion per year, with banks receiving about 40 percent of the total.
As you would expect, these financial flows put
extreme pressure on the world financial system. Nowhere were the problems more
severe than in the developing, oil-importing countries. By the mid 1970s they
were experiencing structural trade deficits and substantial private capital
outflows, described as capital flight, which required enormous international
borrowing. Morgan Guaranty Trust Company has estimated that in the period
1976-1985, capital flight in Argentina and Mexico averaged approximately
two-thirds of the growth in debt and that in Venezuela, capital flight was
actually larger than the increase in debt. Savings were flowing out of the South
American countries into US banks. The financing of the deficits came from the IMF
and commercial banks. The IMF, when called into help, would impose stringent
conditions on the loans. The IMF believed that the solution to the problem was
austerity, that the country would have to enact monetary and fiscal policies
that would reduce fiscal deficits and monetary growth. These policies were
designed to reduce imports via a general reduction of consumption. The
developing countries also turned to commercial banks who found the prospect of
loans to these countries quite inviting. This was a period of stagflation in the
industrialized world where investment opportunities seemed quite limited and
loans to developing countries, or so the thinking went, would be low risk loans
because the countries could always raise taxes to pay them. As a result, US
bankers rushed to South America with billions of dollars in loans.
Unfortunately, a bad situation turned desperate
in the 1980s. The developing countries lost their export markets as the world
slipped into recession; their debt payments skyrocketed as Paul Volker's
restrictive monetary policy drove world interest rates and the dollar, which the
loans were denominated in, sharply higher; and the inflow of capital disappeared
after the Mexican repayment scare of 1982. By 1987, foreign debt of developing
countries totaled $1.2 trillion, up from $135 billion in 1974. The magnitude of
the situation is evident in the fact that by 1985 Debt/GNP ratio was approaching
.5, triple what is was a decade earlier, and debt service requirements were
consuming more than 1/4 of export earnings. It should not come as a surprise that this was a
period of hyperinflation in South America. After the foreign loans dried up,
Argentina and Brazil began to print money to pay their bills and devalue their
currency to keep their exports competitive. The inflation had reached a point
where the joke surfaced that it was cheaper to ride by taxi than bus because on
the bus you pay on the way in, while in the taxi you pay on the way out. It was
not a sustainable solution, and many proposals began to surface. The Brady Plan
of October 1985 was never effective, but neither were the debt for equity and
debt for land swaps. What eventually emerged was a secondary market in the debt
which allowed a number of countries to buy back their debt at a small fraction
of its original value. Today, South America seems to have put its debt crisis
behind, at least temporarily. Fiscal and monetary restraint have been restored
after severe hardship, markets for their exports are growing, and interest rates
have come down substantially. Money is once again flowing into the region.
One of the most notable features of the capital
account which measures the flow of funds used to purchase assets in foreign
countries, or equivalently, the change in the level of the capital stock, is its
volatility. While year to year movements in exports and imports never exceeded
30 percent, year to year movements in capital flows frequently exceeded 100
percent. For example, in 1990, the net increase in foreign assets in the US was
$105.2 billion, down from $213.6 billion in 1989. This decline was widespread.
Direct investment, which describes investments where the investor gains control
of the assets, fell nearly 67 percent. Included here would be the German
investor's purchases of US land, a Japanese electronics company's purchase of an
American film studio, or the expenses by GM to modernize their European assembly
plants. Portfolio investment, meanwhile, represents asset changes that are not
associated with investor control. The biggest losses here were in foreign
holdings of US Treasury securities which fell 96 percent between 1989 and 1990.
Conclusion As we move into the mid 1990s, the future of international trade is very uncertain. One can expect to see both increased pressure to expand international trade and increased efforts, at least in the industrialized countries, to control the growth of trade. Will we see a continuation of the trend toward multilateral reductions in trade restrictions or will we see the return of protectionism and the movement toward regional trading blocs? Some of the biggest unknowns at the present time are the extent to which the former communist countries will become integrated into the world economy. What will happen to China with 20 percent of the world's people and an economy expanding at 13 percent per year? There are also some very real questions concerning the future of regional trading agreements such as NAFTA and Europe 1992. All that can be certain at this point is that it will be an interesting decade.
Current Account and Net International Investment Position
Current Account Balances
Composition of Current Account Balance, Dec 1989
How does the flow of goods and services across national borders affect the performance of individual countries? What is the structure of the financial system that facilitates the flow of goods, services, and assets? To understand the first of these questions, I suggest that you return to the original equilibrium condition for the output market, aggregate production equals aggregate demand:
Q= C + I + G + X - M As you can see from this equation, exports act as a stimulus to economic growth, as they did in the late 1980s in the US, while imports act as a break on growth, as they did in the US in the early 1990s. If you make the link between higher output and more jobs, then you can see the appeal of mercantilist policies aimed at stimulating exports and discouraging imports. As mentioned earlier, this has been a major point of contention between the Asian NICs, Japan and the US. The US has been working to refocus the Asian economies from satisfying the demands of foreigners to satisfying domestic consumers. The Japanese, however, indicate that the problem is not of Japan's making. With a little algebra and a few definitions we can rewrite the equilibrium equation as:
(I - Sp) + (X + NFP - M) + (G + TR - TA) = 0 This formulation focuses attention on the interdependence between the trade deficit, the budget deficit, and the balance between private savings and investment. In the US for example, it is widely recognized that the private savings rate is quite low (small Sp) and that substantial investment spending holds the key to future growth (large I). We can add to this the fact that the government is running a substantial budget deficit (G+TR-TA>0). The only way to sustain this situation is if the country runs a foreign trade deficit (X + NFP -M<0). In Japan, on the other hand, the high savings rate produces savings more than enough to finance investment spending (S > I) and offset the budget deficit (G + TR - TA>0). In this situation you can expect Japan to run a trade surplus. Thus, the trade and budget deficits are inextricably interrelated, although not in a direct relationship where a change in one will necessarily involve a adjustment in the other. American leaders will continue to blame the trade deficit with Japan on restrictive trade policies while the Japanese will continue to blame the imbalance on the low saving rate and the high budget deficits in the US. The accompanying diagrams point out the relationship between the dual deficits in the US. Net xports (trade surplus) tends to be high when the budget deficit is low. Later in the course we will look at this relationship in much greater detail. At this point we will simply look once again at the important macro identities:
1. Aggregate Supply (AS) = Aggregate Demand (AD) Q= C + I + G + X - M Y = Q + NFP Y = C + I + G + X - M +NFP
YD = Y - (TA - TR) = Q +NFP - (TA - TR) C = YD - S = Y - (TA - TR) - S = (Q + NFP) - (TA - TR)- S C = [C + I + G + X - M + NFP ] - (TA - TR ) - S I + G + X - M + NFP + TR - TA - S = 0
TDEF = MN - X CA = NFP - TDEF BDEF = G + TR - TA
2 Sectoral Balances (I - S) + (X + NFP - M) + (G + TR - TA) = 0 or (S - IT) = -TDEF + NFP + BDEF or (S - IT) = CA + BDEF 3. Uses of Savings Identity Sprivate = DI - C = (Y - TA + TR + INT) - C Spublic = TA - (G + TR + INT) Stotal = Spublic + Sprivate = [(Y - TA + TR + INT) - C] + [TA - (G + TR + INT)] Stotal = Y -C - G Sprivate = DI - C = (Y - TA + TR + INT) - C Sprivate = ( C + I + G + X - M - TA + TR + INT) - C Sprivate = I + (G +TR - TA + INT) + (X - M ) Sprivate = I + BDEF - TDEF Stotal = I - TDEF Where: Q = GDP Y = GNP I = Investment Expenditures G = Government Expenditures TA = Taxes TR = Transfers X = Export Expenditures M = Import Expenditures C = Consumption Expenditures S = Savings BDEF = Budget Deficit TDEF = Trade Deficit = -Net Exports INT = net interest payments of government B* - Net international investment position (US claim against ROW) CA = Current Account (change in net financial asset position wrt ROW) = B* - B*-1 NFP - Net foreign payments to US ( net factor payments received from ROW (earnings of US residents on foreign profits, loans, and worker remittances - foreigners' earnings in US economy)) The International Sector: Implications for Macro Policy
It is now time to look at monetary and fiscal policy in a model with explicit treatment of the international sector. What we will see here is that some of the policies that we looked at have very different feel with international. We also find that the conclusions we arrive at depend critically upon assumptions we make regarding the mobility of capital and the nature of the exchange rate regime.
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