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16 Cards in this Set
- Front
- Back
In _____ , U.S. income per capita was 3.5 times larger than Japan and 6.6 times larger than India
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1900
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In __________ , U.S. income per capita was only 1.3 times larger than Japan and 14.7 times larger than India
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2000
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Output per worker is a function of
Capital: building, machines, computers, etc. Labor: number of workers, hours worked, etc. TFP: education, skills, know-how, etc. Mathematically: Y = f (K,L,A) where K is the capital stock, L is the labor supply and A is TFP. |
Capital
Labor Total Factor Productivity |
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Y/L = F(K/L,1,A)
y = A F(k) |
Solow’s growth model production function:
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We assume that all countries have the same production function and access to technology. Also the economy is a close economy (S = I).
If low level of capital per worker and low level of income per worker, then poor country If high level of capital per worker and high level of income per worker, then rich country |
Convergence
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- transition for capital per worker, k, as it rises from its initial value, k(0), to its steady-state value, k*
- k* works like a target or magnet for k during the transition. - k* depends on the saving rate, s, the technology level, A, the population growth rate, n, the depreciation rate, , and the initial level of labor input, L(0). We can summarize these results in the form of a function for k*: |
Convergence
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This idea of economic catch-up is also know as
As is, the countries are converging to the same steady-state. |
convergence
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Growth rate of Y/L should be negatively related to the initial level of Y/L. Countries with initial low levels of Y/L should have subsequent higher growth rates.
Therefore there is a negative relationship between the growth rate of GDP per capita and the initial level of GDP per capita. |
The Convergence Hypothesis
Hypothesis |
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Strong evidence of convergence among industrial countries since 1960
The evidence for convergence since 1960 does not extend to the world as a whole |
Cross Country Growth in the Long Run : Testing the Convergence Hypothesis
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Countries may have different steady states –
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Conditional convergence
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Some variables that can cause differences in growth rates of income per capita or levels of income per capita among countries :
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Saving rates
Population growth Measures of human capital Political variables Openness to trade Market distortions The fractions of primary products in total exports Geographic variables |
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Distance from the equator is highly correlated to income per capita. Countries far from the equator are relatively rich, and countries close to the equator are relatively poor.
What causes the relation between geography and income? Does geography affect growth directly, or does the effect operate through social institutions? |
Geography, Institutions and Growth
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Most of the differences in income per capita across countries can be explained by geographic, climatic, and ecological differences.
Tropical regions (centered near the equator) have grown at a slower rate than temperate regions (north or south of the tropics). |
The geography hypothesis
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Differences in social infrastructure can explain much of the variation of levels of income per capita across countries beyond what can be accounted for by physical capital and human capital
Distance from the equator is a _________ for the influence of Western Europe, the first region to implement a social infrastructure favorable to production, on the rest of the world |
proxy
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focus on investments in research and development , or R&D .
Successful R&D projects lead to the discovery of new products, better products, or superior methods of production. In the Solow growth model, we can think of these research successes as increases in the technology level, A. Endogenous growth models: the growth rate of A is explained within the model. Therefore, we can use endogenous growth models to understand how government policies and other variables influence R&D investment and, thereby, the rate of technological progress and the long-run growth rate of real GDP per person. |
Endogenous growth theory – Paul Romer
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If A represents an idea, all producers can use the idea simultaneously.
If producer 1 uses the idea to create goods and services, producer 2 can use the same idea at the same time to create other goods and services. In a physical sense, an idea is a ___________ –any number of producers can use the idea simultaneously without reducing the amount of the idea available to others. Examples of non-rival ideas are mathematical formulas in calculus, chemical formulas for drugs, codes for computer software…. |
non-rival good
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