Posts Tagged ‘Decreases’

Pump Priming

Monday, September 5th, 2011


Three basic methods of dealing with deflationary or inflationary gaps have been discussed: changes in G, changes in T, and balanced changes in both G and T. A fourth method, called pump priming, was popularized in the United States by the Roosevelt administration in the 1930s and has supporters even today.

The theory of pump priming holds that less than the whole of a deflationary gap needs to be filled by the government expenditure because the filling of only a small part of such a gap will create such favorable expectations that private investment expenditure will rise to fill the remainder. There is nothing self-contradictory about the theory; it describes a world that could exist. whether it works in the real world depends on how quickly and by how much business expectations respond to a fairly small rise in income occurring during a slump.

Unfortunately, the shifts in expectations required by the pump priming theory have not occurred quickly in practice. At least during the initial stages of an attempt to achieve a desired level of national income, it thus seems necessary to fall back on the idea of removing the whole of a deflationary gap through increases in G and/or decreases in T. Later, when a recovery is in full swing and business confidence – and with it private investment expenditure – have recovered, G can be reduced or T increased.

 

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Pump Priming

Tuesday, March 8th, 2011


Three basic methods of dealing with deflationary or inflationary gaps have been discussed: changes in G, changes in T, and balanced changes in both G and T. A fourth method, called pump priming, was popularized in the United States by the Roosevelt administration in the 1930s and has supporters even today.

The theory of pump priming holds that less that the whole of deflationary gap needs to be filled by government expenditure because the filling of only a small part of such a gap will create such favorable expectation that private investment expenditure will rise to fill the remainder. There is nothing self-contradictory about the theory; it describes a world that could exist. Whether it works in the real world depends on how quickly and by how much business expectations respond to a fairly small rise in income occurring during a slump.

Unfortunately, the shifts in expectations required by the pump priming theory have not occurred quickly in practice. At least during the initial stages of an attempt to achieve a desired level of national income, it thus seems necessary to fall back on the idea of removing the whole of a deflationary gap through increases in G and/or decreases in T. Later, when a recovery is in full swing and business confidence – and with it private investment expenditure – have recovered, G can be reduced or T increased.

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A Formal Statement of the Quantity Theory

Monday, December 20th, 2010


The basic equations of the theory are given in the table. Equation (1) says that the demand for money depends on the value of transactions. Equation (2) says that the supply of money is a constant, M (set by the central bank at whatever level it desires). Equation (3) states the equilibrium condition that the demand for money must equal its supply. Substitution produces the basic relation among P, M, and Y as shown in the equations (4), (4a), and (4b).

Simple quantity theory. The original form of the quantity theory assumes that k is a constant given by the transaction demand for money and that Y is constant because of full employment. Thus M and P move proportionally; see equation (4a). Increases or decreases in the money supply lead to proportional increases or decreases in prices.

Modified quantity theory. The L-shaped relation modifies the simple quantity theory. It embodies two distinct assumptions: first, that the price level never falls, and second, that different variables are fixed in different situations.

For increases in M in full-employment situations, (4a) applies. The real level of national income, Y, is a constant, thus making the entire expression 1/kY a constant. In these circumstances the price level, P, rises in direct proportion to increases in M.

For changes in M in less than full-employment situations, and for decreases in M when at full employment with stable prices, (4b) applies. The price level, P, is constant, thus making the entire expression 1/kP a constant. In such circumstances, real national income, Y, varies in direct proportion to M.

Untitled1 300x190 A Formal Statement of the Quantity Theory

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Chapter Summary

Thursday, August 5th, 2010


  1. In competitive industries, the nature of supply is such that increases in the price of a product will cause increases in the quantity supplied.
  2. Increases in supply will shift the supply curve to the right, while decreases in supply will shift the curve to the left.
  3. If the quantity supplied does not increase significantly in response to a price increase, supply is “inelastic,” while supply is “elastic” if price increases cause large increases in the quantity supplied.
  4. In competitive markets, supply and demand interact freely to determine the equilibrium price and quantity, which will change as supply and/or demand change.

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Realistic Qualifications

Thursday, December 10th, 2009


Our example illustrating the operations of a banking system has been overly simple and its conclusions are exaggerated. Cash deposits and cash withdrawals do not, in real life, have as great an effect on aggregate loans and deposits as our example indicates. In actual practice two developments are likely to occur which will considerably diminish the repercussions of increases and decreases in the cash of any one bank.

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