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April 19, 2024 

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ZERO GROWTH: A growth rate (usually in terms of population) that is equal to zero. In other words, this is no change from one year to the next. This goal has been proposed by those who content that population growth is placing excessive pressure on the planet's availability of limited resources and its ability to assimilate pollution. In general terms, zero growth can apply to any measurement, including production, prices, etc.

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STABLE EQUILIBRIUM: An equilibrium that is restored if disrupted by an external force. This should be contrasted with unstable equilibrium. Most equilibria studied in economics are of the stable variety. The most common example is market equilibrium. Should the existing market equilibrium be disrupted by a change in one of the demand or supply determinants, the resulting shortage or surplus causes the price to change, which causes changes in quantity demanded and quantity supplied needed to restore equilibrium. The new equilibrium may by, and probably is, at a different equilibrium price and quantity, but it is equilibrium, and it will remain there until disrupted by an external force.

     See also | equilibrium | unstable equilibrium | disequilibrium | market equilibrium | demand determinants | supply determinants | shortage | surplus | equilibrium price | equilibrium quantity |


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STABLE EQUILIBRIUM, AmosWEB GLOSS*arama, http://www.AmosWEB.com, AmosWEB LLC, 2000-2024. [Accessed: April 19, 2024].


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SAVING FUNCTION

A mathematical relation between saving and income by the household sector. The saving function can be stated as an equation, usually a simple linear equation, or as a diagram designated as the saving line. This function captures the saving-income relation, the flip side of the consumption-income relation that forms one of the key building blocks for Keynesian economics. The two key parameters of the saving function are the intercept term, which indicates autonomous saving, and the slope, which is the marginal propensity to save and indicates induced saving. The injections-leakages model used in Keynesian economics is based on the saving function.

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