Keynes versus the monetarists 2

 Originally posted  SUNDAY, SEPTEMBER 19, 2010

Keynes versus monetarists 2

Some additional distinctions : Keynes&monetaristsKeynes’ theory of investment depends upon what he calls the marginal efficiency of capital. He defines the mec as follows: that rate of discount from a future stream of earnings that equates the current supply price of capital. All of this takes place under conditions of uncertainty.For Keynes uncertainty is not strictly reducible to a quantitative calculable probability.(See his Treatise on Probability and Ana Carabelli’s interpretation of it.) Because of these factors investment is unstable and strongly affected by the bank rate. Should the bank rate rise this will eliminate investment projects that have a lower rate of return. Obviously it is increasingly difficult to assess risk the further into the future one goes. In addition the stock market is highly risky because of the tendency toward speculative selling of shares and the tendency to operate on short term time horizons . Inherent values matter less than whether one can sell at a higher price than one has bought. Accurate judgement in the market is premised upon being able to judge the likely judgments of others about value and price. Therefore the markets are an unstable source of investment in capital projects.

The monetarists do not seem to have a unified theory of the investment process. Like Friedman’s theory of inflation money in – prices out, what I and others call a black box theory they seem to argue that investment happens more or less naturally because the animal spirits are strong(Keynes’ phrase) or the entrepreneurial knights of creative destruction(Schumpeter) or the waves of technological innovation bring it about. They also argue that statist intervention is antithetical to investment. Some of them, but not Friedman also argue that deficits raise interest rates and thereby crowd out investment. Keynesians would say au contraire deficits in recessions crowd in investment.

The classical quanity theory equation was MV=PT and then MV=PO where M was money stock, V velocity, P prices, T transactions and O output. Since V was regarded as highly stable and predictable and T and O fixed at the full employment level by Say’s law then there was held to be a direct relationship between M and P.

Keynes used the Cambridge variant of the equation M= 1/k (PO) where k is the demand for money balances or the tendency to hold money rather than to part with it. He also elaborated the equation by distinguishing between money stocks, M1, M2 and M3 where M1 was income deposits, M2 business deposits and M3 savings deposits the precursors to his transactions demand, precautionary demand and speculative demand for money. Then P= V1(M-M2-M3)/O where M = M1+M2+M3 .(See his Treatise vol.1 The Pure Theory of Money p.150London: Macmillan, 1930 and Tract, CW)

Friedman alters the classical model by writing it in Keynesian form as the demand for equities, financial assets, real capital assets, and cash. Md = P.f(y,w;R*m,R*b,R*e;u) where Md = the demand for money and P is the price index,y income of a single wealth holder, w fraction of wealth in non human form ; R*m expected nominal return on money; R*b expected nominal rate of return on securities; R*e expected nominal rate of return on phsyical assets, u all other variables that affect the utility attached to the services of money. (See his Quantity Theory of Money in the new Palgrave Money edited by John Eatwell, M.Milgate and P.Newman, eds.London: Macmillan, 1989.p.13; also see Phillip Cagan, Persistant Inflation:Historical and Policy Essays for an interesting” monetarist” approach to what became inflation orthodoxy during the 1970s and 1980s.)

Key Words: “Keynes”; “monetarists”; “Milton Friedman”; “quantity theory”; and from previous entry
“Say’s law” ;involuntary unemployment” “labour market clearing”


About haroldchorneyeconomist

I am Professor of political economy at Concordia university in Montréal, Québec, Canada. I received my B.A.Hons (econ.&poli sci) from the University of Manitoba. I also completed my M.A. degree in economics there. Went on to spend two years at the London School of Economics as a Ph.D. student in economics and then completed my Ph.D. in political economy at the University of Toronto. Was named a John W.Dafoe fellow, a CMHC fellow and a Canada Council fellow. I also was named a Woodrow Wilson fellow in 1968 after completing my first class honours undergraduate degree. Worked as an economist in the area of education, labour economics and as the senior economist with the Manitoba Housing and Renewal Corporation for the Government of Manitoba from 1972 to 1978. I also have worked as an economic consultant for MDT socio-economic consultants and have been consulted on urban planning, health policy, linguistic duality and public sector finance questions by the governments of Manitoba, Saskatchewan,the cities of Regina and Saskatoon, Ontario and the Federal government of Canada. I have also been consulted by senior leaders of the British Labour party, MPs from the Progressive Conservative party, the Liberal party and the New Democrats on economic policy questions. Members of the Government of France under the Presidency of Francois Mitterand discussed my work on public sector deficits. I have also run for elected office at the municipal level. I first began to write about quantitative easing as a useful policy option during the early 1980s.
This entry was posted in classical economics, deficits and debt, full employment, J.M.Keynes, labour market clearing, Milton Friedman and NAIRU, monetary policy, quantity theory of money, Schumpeter, unemployment. Bookmark the permalink.

Leave a Reply

Fill in your details below or click an icon to log in: Logo

You are commenting using your account. Log Out / Change )

Twitter picture

You are commenting using your Twitter account. Log Out / Change )

Facebook photo

You are commenting using your Facebook account. Log Out / Change )

Google+ photo

You are commenting using your Google+ account. Log Out / Change )

Connecting to %s