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OLIGOPSONY: A market structure dominated by a small number of large buyers controlling the buying-side of a market. Oligopsony is the somewhat obscure and seldom discussed buying counterpart to an oligopoly seller that controls the selling side of a market. Whereas oligopoly is most relevant to product markets, oligopsony is most relevant to factor markets.
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HARROD-DOMAR MODEL: A model economic growth developed by R. F. Harrod and E. D. Domar that seeks to explain why an economy would not grow as fast has its potential growth rate. This model is based on the notion that actual income determines the amount saving, which is determines investment, which is what affects the rate of economic growth. If saving is not enough, the potential growth rate will not be achieved. The Harrod-Domar model, developed in the 1930s, has a strong Keynesian economic flavor, both indicating that the economy does not automatically achieve its potential. See also | economic growth | saving | investment | Keynesian economics |
Recommended Citation:HARROD-DOMAR MODEL, AmosWEB GLOSS*arama, http://www.AmosWEB.com, AmosWEB LLC, 2000-2024. [Accessed: December 6, 2024].
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SHORT-RUN PRODUCTION ANALYSIS An analysis of the production decision made by a firm in the short run, with the ultimate goal of explaining the law of supply and the upward-sloping supply curve. The central feature of this short-run production analysis is the law of diminishing marginal returns, which results in the short run when larger amounts of a variable input, like labor, are added to a fixed input, like capital. A contrasting analysis is long-run production analysis.
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BLUE PLACIDOLA
[What's This?]
Today, you are likely to spend a great deal of time going from convenience store to convenience store hoping to buy either a how-to book on meeting people or clothing for your pet iguana. Be on the lookout for pencil sharpeners with an attitude.
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The penny is the only coin minted by the U.S. government in which the "face" on the head looks to the right. All others face left.
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"Use, do not abuse; neither abstinence nor excess ever renders man happy." -- Voltaire, philosopher
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FIML
Full Information Maximum Likelihood
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