generalisation of theorems by oi and tisdell on the effect of price fluctuations on average profit...
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ISBN: 0 7259 0250 7
UNIVERSITY OF NEWCASTLE N.S.W. AUSTRALIA
DEPARTMENT OF ECONOMICS
RESEARCH REPORT OR OCCASIONAL PAPER
Working Paper No. 28
Generalisation of Theorems by OI and Tisdell on the Effect of Price Fluctuations on Average
Profit
by
Clem Tisdell
November 1976
ISBN: 0 7259 0250 7
UNIVERSITY OF NEWCASTLE, N.S.W., AUSTRALIA
DEPARMENT OF ECONOMICS
RESEARCH REPORT OR OCCASIONAL PAPER
Working Paper No. 28
Generalisation of Theorems by Oi and Tisdell on the Effect of Price Fluctuations on Average Profit1
by
Clem Tisdell2
November 1976
© All rights reserved
1 This paper was commenced while I was on study leave at the University of York, England. The study was
supported in part by Wool Industry Research Funds distributed through the Australian Wool Corporation. 2 At the time of writing this paper, Clem Tisdell was Professor of Economics at The University of Newcastle,
NSW, Australia. He is now Professor Emeritus at the School of Economics, The University of Queensland, St. Lucia Campus, Brisbane QLD 4072, Australia. Email: [email protected]
1
Generalisation of Theorems by Oi and Tisdell on the Effect of Price
Fluctuations on Average Profit
ABSTRACT
Oi's theorem that product price-variability raises the average profit of a single product
perfectly competitive firm and Tisdell's proposition that factor price-variability also raises the
average profit of such a firm are generalised in this paper to cover the case of an n-
commodity firm. After reviewing the results of Oi and Tisdell, it is shown that price
instability raises the average profit of a multiple commodity perfectly competitive firm. The
earlier contributions by Oi and Tisdell rely on the partial approach whereas in this paper the
effect of price instability is considered within a general equilibrium framework. The theory
presented in this paper allows for interdependence in production and for the variability of the
prices of a number of factors and products.
Keywords: price instability, Oi’s theorem, multi commodity perfectly competitive firms.
JEL Classification: C62, D50, E37
2
Generalisation of Theorems by Oi and Tisdell on the Effect of Price
Fluctuations on Average Profit
In 1961, Walter Oi [1] showed that the average profit of single- product perfectly competitive
firms is increased by instability of their product's price. This is so if firms' marginal costs are
not subject to shifts, for instance, as a result of random disturbances, if their supply curves are
not perfectly inelastic and if price uncertainty is not a material consideration. [2, 3] In 1970,
Tisdell pointed out [4] that a corresponding theorem, subject to similar qualifications, holds
for the instability of a factor's price, namely, that a perfectly competitive firm's average profit
is greater for a fluctuating price of a factor than for a stable one equal to the average value of
this factor's variable price.
The purpose of this paper is to combine these results and present a theorem that covers the
case of multi-commodity perfectly competitive firms. The paper's contribution lies in its
statement of a general price-instability theorem for an n-commodity perfectly competitive
firm.
Since many firms produce several products the prices of which fluctuate, there is a need to
see whether Oi's proposition generalizes. In Australia, for instance, farmers frequently
produce both wool and beef and other products such as oil seeds, the prices of which are
subject to fluctuation. Furthermore, some firms experience variations in the prices of the
multiple inputs which they use. For example, manufacturers of stock food find that the prices
of grains, lucerne and other inputs, which they use, fluctuate and textile producers experience
variations in natural fibres of different grades. Some firms find that the prices of a number of
their inputs and a number of their products vary and it is, therefore, worthwhile considering
the multi-commodity case. But before doing this, it may be useful to restate the main findings
of Oi and of Tisdell for a single product and for a single input subject to fluctuations in their
prices.
1. Single Commodity Case - Arguments by Oi and by Tisdell Restated
Oi assumes that the price of a perfectly competitive firm's product (a single-product firm)
fluctuates but that the prices of its inputs are stable. Under these conditions, which imply that
3
the firm has perfect knowledge about its prices and costs, the profit which the firm obtains
from fluctuating product prices over an interval of time is greater than the firm can obtain if
the price of the product is stabilised at the average of its fluctuating level.
The argument can be illustrated by means of Figure 1. In Figure 1 the curve marked MC
represents the marginal cost experienced by the competitive firm producing product X and
over an interval of time, the price of this product is assumed to be p1 50 per cent of the time
and p2 in the remainder of the time. When the price of the product is p1 the firm’s profit is
equal to the area of the triangle indicated by B. When the price of the product is p2, the firm's
profit is equal to this area plus the area of the hatched and the dotted quadrilaterals plus the
area of the triangle indicated by G. Profit on average for each period of time is equal to half
of profit when price is p1 plus half of profit when price is p2. In Figure 1, this is equivalent to
the area of triangle B plus the area of the hatched quadrilateral (equals the dotted
quadrilateral) plus half the area of triangle G.
If price is stabilised at E [p] = 0.5 p1 + 0.5 p2, the profit of the firm per period is equivalent to
the area of triangle B plus the area of the hatched quadrilateral. Thus in the stabilised case the
firm's profits per period are lower on average by half the area of triangle G than those when
prices are fluctuating.1
These results are easily generalized for the case in which the perfectly competitive firm's
marginal costs are linear. Let
4
dcdx
= a + bx (1)
represents the firm's marginal costs of production. Since profit maximisation requires that
production be such as to equate the marginal cost with price,
p = a + bx (2)
and, therefore, for the profit-maximising firm
x = p−ab
(3)
Consequently, as indicated from Figure 2, the formula for the area of a triangle (an
appropriate one is hatched in Figure 2) can be used to express the firm's per period profit as a
function solely of p, the price of its product. At price p the area of the triangle representing
the firm's profit is
π = ½(p − a) x = ½(p − a) p−ab
(4)
= 12b
[p2 − 2 ap + a2] (5)
Thus profit per period on average is
E[π] = 12b
(E[p]2 + var p − 2a E [p] + a2) (6)
If the average price of the product is held constant but its variance is increased, the profit of
the firm per period and on average rises because
∂ E [π]∂ var p
= 12b
(7)
Profit per period (averaged) is at a minimum if the price of the product is stabilised at the
average of its fluctuating prices because as (6) indicates, E [π] is a rising linear function of
the variance of p. Thus, as indicated by Oi, price instability increases the firm's profit under
the above conditions.2
5
An analogous argument applies in the case of a perfectly competitive firm using a single
variable input, the price of which is subject to fluctuation. Increased variability of the variable
input's price about the same average value raises the firm's profit over an interval of time, all
other prices constant. This proposition can be illustrated by means of Figure 3.
In Figure 3 the curve of the value of the marginal product of input Q to a perfectly
competitive firm is indicated by the curve marked VMP and itis assumed that the price of
input Q is w1 50 per cent of the time and w2 in the remaining time. When the price of the
input is w2, the per period profit of the firm is equivalent to the area of triangle B. When the
price of the input is w1 the per period profit of the firm is equivalent to the area of triangle B
plus the area of the hatched and the dotted quadrilaterals (which are of equal area) and the
area of triangle G. Hence, if the price of factor is w1 50 per cent of the time and w2 50 per
cent of the time, the firm's profit per period on average is equivalent to the area of triangle B
plus the area of hatched quadrilateral plus half of the area of triangle G.
6
If the price of factor Q is established at E [w], the average of its fluctuating value, the per
period profit of the firm is equivalent to the area of triangle B plus the area of the hatched
quadrilateral. Comparing this area with that described in the last paragraph, the profit of the
firm on average per period is greater when the price of the input fluctuates than when this
price is stable. Average profit in the former case exceeds that in the latter case by half the
area of triangle G.
This result is easily generalized to cover all cases in which the curve of the firm's value
marginal product of its variable input is linear. In the linear case, the firm's profit can be
represented by the area of an appropriate triangle. Such a triangle is indicated by the hatched
area in Figure 4 which indicates the firm's maximum profit when the price of its input is w.
The area of this triangle can be expressed in general terms.
Let a - ßq represents the firm's value of marginal product from employing Q. Since a profit
maximising firm will always employ Q so as to equate Q's price to the value of its marginal
product;
w = α − βq (8)
and
q = α−wβ
(9)
7
Hence, the firm's maximum profit as a function of w, the area of the appropriate triangle is
π = ½(α − w) q = 12β
(α2 − 2α w + w2) (10)
Therefore,3 profit per period on average is
E[π] = 12β
(α2 − 2α E[w] + E[w]2 + var w) (11)
It follows that an increase in the variability of the price of the variable input, Q, raises the
profit of the firm, other things equal, because
∂E[π]∂ var w
= 12β
> o (12)
Fluctuations in the price if a factor increase the profits of a perfectly competitive firm and
such firms suffer a decline in profits if the price of the factor is stabilised at the average of its
fluctuating value.4
It is apparent that both the propositions put forward by Oi and by Tisdell are restricted by
their partial approach and by the fact that the effect of fluctuations only in the price of one
product or in one input are considered. It is theoretically desirable to consider the effect of
price instability on average profit in a general equilibrium framework and to allow for
variability in the prices of a number of commodities (factors and products). This is done in
8
the next section of this paper.
2. Fluctuations in The Prices Of A Number of Commodities
In this section it is shown that the results of Oi and of Tisdell can be generalized to cover the
case when the prices of a number of commodities, interdependent in production are subject to
variation. To do this let X represent the vector of the quantities of commodities (products plus
inputs) involved in a perfectly competitive firm's production and let P represent the vector of
their corresponding prices. Using the Hicksian convention of treating inputs as negative
commodities, the firm's profit in any single period of time is
π = PX (13)
Assume that the prices of all the commodities are stable at values indicated by the vector, P�.
The firm then maximises
π = P�X (14)
subject to its production possibility set. Imagine that this maximum occurs for X�. Then under
stationary conditions, the firm's profit per period (and on average) is
π = P�X� (15)
In particular note that the stationary conditions imply that the production set does not alter
with the passage of time.
Suppose that the prices of one or more commodities become unstable but maintain the same
value on average so that the vector of average commodity-prices remains unchanged at P�. Let
R� represent the vector of relative prices implied by P� when the price of one of the
commodities is taken as a numeraire and let R� represent the vector of relative prices implied
by P� when the same commodity is used as a numeraire. Then if in any period R ≠ R�, the
average profit of the firm must as a rule increase, and cannot decrease.
The average profit of a firm cannot decrease because it always has the option of adopting
production strategy X� in each period and, on average, this ensures the firm of a profit of π�.
However, if in any period R ≠ R� , the firm will as a rule be able to make more profit by
diverging from X� than by maintaining this configuration of production. Consequently, as a
9
rule the firm will benefit from (relative) price instability of factor and/or product prices and
its benefit will be greater as a rule the greater is the range of commodities subject to price
instability.
The condition for the firm to gain from price instability is that there be at least one period in
which X� fails to maximise the firm's profit. If the firm diverges from X� on this occasion this
must increase its profit on this occasion and raise profit on average above π. The greater the
scope for profitable divergence from X�, either prices diverge from P� more frequently or
because more commodities become subject to price instability, the greater is likely to be the
addition of instability to profit on average.
Under Hicksian type of production conditions in which any changes in relative prices alter
the configuration of production, average profit is increased by price instability of inputs
and/or products. However, when X� is situated at a corner-point of the production set (when
substitutability in production is impeded, as may for instance be indicated by inelasticity in
the supply curve) average profit may fail to rise as a result of price instability. But in the
normal case, where some substitution is possible, the average profit of firms can be expected
to rise as a result of price instability provided that relative prices are subject to variation. If
prices rise and fall in the same ratio, average profits are, of course, not affected by price
instability because X� remains optimal, and average prices are unaltered.
It is not surprising that price instability in a world of certainty and a stationary production set
has the results outlined above. Under price instability the firm can always do as well on
average as under price stability. However, by taking full advantage of price variations and
adjusting its production, a firm can usually do better on average under price instability. The
theorem is quite general and the more factors and the more products subject to price
variability the greater on average is the gain of the firm.
10
FOOTNOTES
1. The corresponding industry position to that shown in Figure l for the firm could be as
illustrated in the following figure:
The fluctuations in the price of the product as shown as arising from variations in the
demand for the product.
2. Oi's results apply,·provided the marginal cost curve of the firm eventually increases [3,
pp. 103-105].
3. Note that fixed costs have been ignored throughout. This does not affect the result.
4. This result holds provided that the value of the marginal product of the variable input
eventually declines.[4].
REFERENCES
1. W.Y. Oi. The Desirability of Price Instability Under Perfect Competition,
Econometrica, 29 (1961) pp. 58 – 64.
2. C.A. Tisdell, Uncertainty, Instability and Expected Profit, Econometrica 31 (1963) pp.
243 - 247.
3. C.A. Tisdell, The Theory of Price Uncertainty, Production and Profit, Princeton
University Press, Princeton, New Jersey, 1968.
4. C. A. Tisdell, Price Instability and Average Profit, Oxford Economic Papers 22 (1970)
pp. 1 - 12.
11
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1. JOHNS, B.L., "Import Substitution and Expert Potential - The Case of Manufacturing Industry in West Malaysia", October 1973, ISBN 0 7259 0063 6.
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(ANZ Book Co, Sydney, 1975) pp. 122-139. 3. IP, P.C., "An English Versus a Scottish Pound and a Fixed Versus a Flexible Exchange Rate",
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ISBN 0 7259 0068 7. 5. AISLABIE, C.J., "The Economic Significance of the Evidence on the Size and Growth of
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13(23), December 1973, pp. 2&1-286. 7. DE CASTRO LOPO, J.C., "On the Logic of the Size Distribution of Population Centres with
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9. IP, P.C., "Inflation, Unemployment and Economic Growth", June 1974, ISBN 0 7259 0074 1. 10. DUNLOP, W.C., "Banana Marketing", July 1974.
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Part II The National Banana Marketing Scheme. ISBN 0 7259 0113 6. 11. IP, P.C., "Exchange Rate, Fiscal and Monetary Policy for Stabilisation of National Income",
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Economy", October 1974, ISBN 0 7259 0126 8. 14. GORDON, B.L.J. & JILEK, T.S., "Industrial Disputes and Structural Change: The Case of
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ISBN 0 7259 0146 2. 19. TISDELL, C.A., KEATING, G.R. & McDONALD, P., "Man-Made Fibres and Fluctuations in
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Economic Research, 29, 1977, pp. 57-69. 23. TISDELL, C.A. & McDONALD, P.W., "Variability of Wool and Cotton Prices Empirically
Related to Capacity Utilisation in the Man-Made Fibre Industry", April 1976, ISBN 0 7259 0227 2. - Incorporated in Economics of Fibre Markets: Interdependence Between Man-Made Fibres,
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Insurance", August 1976, ISBN 0 7259 0239 6. 26. TISDELL, C.A. & McDONALD, P.W., "Price Instability of Wool Related to Market Share and
Capacity Utilisation of Man-Made Fibres - Multiple Regression Analysis", September 1976, ISBN 0 7259 0242 6. - Incorporated in Economics of Fibre Markets: Interdependence Between Man-Made Fibres,
Wool and Cotton, Pergamon Press, Oxford, 1979 . 27. YOUNGSON, A.J., "Adam Smith and the Omnipresent State", November 1976, ISBN 0 7259
0247 7, (Adam Smith Bi-Centenary Lecture, the First Newcastle Lecture in Political Economy). 28. TISDELL, C.A., "Generalisation of Theorems by Oi and Tisdell on the Effects of Price
Fluctuations on Average Profit", November 1976, ISBN 0 7259 0250 7. - Also published as "Extension of Oi's Price Instability Theorem", in Journal of Economic
Theory, 17(1), February 1978, pp. 130-133. 29. AISLABIE, C.J., "Notified Infectious Hepatitis in the Hunter Health Region", November 1976,
ISBN 0 7259 0253 1. 30. TISDELL, C.A., "Does Price Instability Increase Consumer's Welfare as Waugh and Massell
Suggest?", November 1976, ISBN 0 7259 0954 X. 31. IP, P.C., "Financing Tertiary Education", January 1977, ISBN 0 7259 0259 0. 32. IP, P.C., "Stabilisation Policies and Welfare", January 1977, ISBN 0 7259 0260 4. 33. TISDELL, C.A., "Simple Economic Models of Pest Control - Models with Possible
Application to the Control of Feral Pigs and Other Wild Animals", May 1977, ISBN 0 7259 0265 5. - Incorporated in Wild Pigs: Environmental Pest or Economic Resource? (Pergamon Press,
Sydney, 1982). 34. STANTON, P.J. & GILLING, D.M., "Structure, Conduct and Performance of the Auditing
Profession", September 1977, ISBN 0 7259 0280 9. 35. TISDELL, C.A., "Dissent from Value, Preference and Choice Theory in Economics",
September 1977, ISBN 0 7259 0282 5. - Also published in International Journal of Social Economics, 10(2), 1983, pp. 32-43.
36. HARCOURT, G.C. “Eric Russell, 1921-77: A Great Australian Political Economist” October 1977, ISBN: 0 7259 0286 8 (The Second Newcastle Lecture in Political Economy) - Also published in Kerr, P (ed.) The Social Science Imperialists and Other Essays: Selected
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1977, ISBN 0 7259 0290 6. 38. TISDELL, C.A., "Imperialism and Traditional Economic Views of Development", October
1977, ISBN 0 7259 0288 4. 39. OAKLEY, A.C., "A Bibliographical Analysis of Karl Marx's Writings in Political Economy",
October 1977, ISBN 0 7259 0291 4. - An expanded and revised version appears as The Making of Marx's Critical Theory: A
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Bibliography of Research in the History of Ideas", December 1977, ISBN 0 7259 0292 2.
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46. TUCKER, G.S.L., "The Political Economy of William Huskisson", October 1978, ISBN 0 7259 0322 8. (The Third Newcastle Lecture in Political Economy).
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48. TISDELL, C.A., "On the Economics of Saving Wildlife from Extinction", February 1979, ISBN 0 7259 0329 5.
49. SHARPE, I.G. & VOLKER, P.A., "The Australian Reserve Base/Money Relationship", May 1979, ISBN 0 7259 0345 7. - Also published as "The Australian Monetary Base/Money Supply Relationship 1964-1977",
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52. MATHEWS, R.L., "The Distribution of Tax Sharing Entitlements Among the States", October 1979, ISBN 0 7259 0362 7, (The Fourth Newcastle Lecture in Political Economy).
53. OAKLEY, A.C., "The Value-Price-Distribution Articulation Problem in Karl Marx's Critique of David Ricardo's Principles", May 1980, ISBN 0 7259 0378 3. - A revised version appears as Chapter 4 in Marx's Critique of Political Economy: Intellectual
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60. UHR, C G., "Notes on the Influence of Wicksell's Theories on American and British Economic Thought", July 1981, ISBN 0 7259 0411 9.
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64. GORDON, B.L.J., "Studies -in the Economics of W.S. Jevons: A Centenary Checklist", December 1981, ISBN 0 7259 0419 4.
65. TISDELL, C.A., "Resource Allocation and Control Over Man's Environment: Three Economic Essays", March 1982, ISBN 0 7259 0424 0. - Essay I also published in Environmental Systems, 12(2), 1982-83, pp. 153-161; Essay II in
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68. PULLEN, J.M., "The Balanced Budget Multiplier Theorem: Some Comments on its History, and a Critique", June 1982, ISBN 0 7259 0431 3.
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70. DOELEMAN, J .A., "Concerning the Conflicting Nature of the Contribution of the Discipline of Economics to the Teaching of Environmental Studies", July 1982, ISBN 0 7259 0436 4. - Also published in Journal of Environmental Education, forthcoming, 1983.
71. UHR, C.G., "The Economic Writings of Sir William Petty, 1623-1687, Revisited", July 1982, ISBN 0 7259 0435 6.
72. SHARPE, I.G., "On the Predictability of the Spot U.S.$/A$ Exchange Rate:1978-1981", July 1982, ISBN 0 7259 0437 2.
73. TISDELL, C.A., "The World Conservation Strategy: Its Economic Basis and Australian Proposals", August 1982, ISBN 0 7259 D440 2. - Also published as "An Economist's Critique of the World Conservation Strategy, with
examples from the Australian Experience", in Environmenta1 Conservation, 10(1), 1983: pp. 43-52.
74. JACOBI, S.N., "The Economics of Crime: A Survey of Issues", August 1982. ISBN 0 7259 0441 0.
75. SHARPE, LG. & HOGAN, W.P. “Regulation, Investor/Depositor Protection and the Campbell Report” June 1982, ISBN 0 7259 0444 5. - Also published as "On Prudential Controls", in Economic Papers Special Edition on The
Campbell Report, April 1983, pp. 144-161 & "Some Issues in Prudential Regulation and Examination", in Jüttner, D.J. & T.J. Valentine (eds.), The Economics and Management of Financial Institutions, (Longman Cheshire, Melbourne 1983)
76. TISDELL, C.A., "Three Microeconomic Essays", September 1982, ISBN 0 7259 0445 3. - Essay I also published in The Manchester School of Economic and Social Studies, 51(2),
1983, pp. 152-158; & Essay II in Oxford Agrarian Studies, forthcoming
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77. TISDELL, C.A. & FAIRBAIRN, I .J., "Subsistence Economies and Unsustainable Development and Trade: Some Simple Theory", September 1982, ISBN 0 7259 0446 1. - Also published in The Journal of Development Studies 20(2), January, 1984.
78. SHARPE, I.G., "The Treasury Note Tender and Volatility of Australian Short-Term Interest Rates", October 1982, ISBN 0 7259 0447 X.
79. TISDELL, C.A. & DE SILVA, N.T.M.H., "Economic Spacing of Trees and Other Crops", November 1982, ISBN 0 7259 0448 8. - Also published in European Review of Agricultural Economics, 1983, 10(3), pp. 281-293.
80. SHARPE, I.G., "Covered Interest Rate Parity: The Australian Case", March 1983, ISBN 0 7259 0452 6. - Also published in Applied Economics, forthcoming 1984.
81. FISHER, J.R. & SMITH, A., "Tariffs and the Victorian Wire Industry in the Federation Era", April 1983, ISBN 0 7259 0453 4.
82. TISDELL, C.A. & FAIRBAIRN, I.J., "Development Problems and Planning in a Resource-Poor Pacific Country: The Case of Tuvalu", April 1983 ISBN 0 7259 0454 2. - Also published in Public Administration and Development, forthcoming.
83. SHARPE, I.G. & HOGAN, W.P., “On the Relationship Between the New York Closing Spot US $/$A Exchange Rate and the Reserve Bank of Australia’s Official Rate”. June 1983. ISBN: 0 7259 0456 9 - Also published in Economic Letters, forthcoming 1983.
84. FORSTER, B.A., “Acid Rain in North America: An International Externality”, July 1983. ISBN: 0 7259 0458 5.
85. TISDELL, C.A. AND FAIRBAIRN, I.J., “Labour Supply Constraints on Industrialization and Production Deficiencies in Traditional Sharing Societies”, August 1983, ISBN: 0 7259 0461 5
86. GORDON, B.L.J., JARVIE, W. & GORDON, M. “Sub-Regional Labour Markets in Newcastle and the Hunter: Part One, the 1971 Census”. September 1983, ISBN: 0 7259 0466 6.
87. DICK, H.W., “PLUS CA CHANGE … The Evolution of Australian Liner Shipping Policy”, October 1983, ISBN: 0 7259 0467 4.
88. GRUEN, F.H., “The Prices and Incomes Accord, Employment and Unemployment”, September, 1983, ISBN: 0 7259 0469 0 (The Seventh Newcastle Lecture in Political Economy).
89. KIBRIA, M.G. & TISDELL, C.A., “Productivity Progress and Learning by Doing in Bangladesh Jute Weaving Industry'', October 1983. ISBN 0 7259 0470 4.
90. McSHANE, R.W. & SHARPE, I.G., "A Time Series/Cross Section Analysis of the Determinants of Australian Trading Bank Loan/Deposit Interest Margins:1962- 1981", October 1983, ISBN 0 7259 0471 2.
91. TISDELL, C.A., "Cost-Benefit Analysis, The Environment and Informational Constraints in LDCs", November 1983, ISBN 0 7259 0472 0.
92. KIBRIA, M.G. & TISDELL, C.A., "Inflexibility of Industrial Employment in a Third World Country: The Case of Jute Weaving in Bangladesh”, November 1983, ISBN 0 7259 0473 9.
93. GORDON, B. & JOSEPH, E., "Studies in the Thought of Joseph A. Schumpeter, Economist: A Centenary Checklist", November 1983, ISBN 0 7259 0474 7.
94. PULLEN, J.M., "Malthus, Jesus, and Darwin", January 1984, ISBN 0 7259 0476 3. 95. TWOHILL, B.A., AISLABIE, C.J. & SHEEHAN, W.J., “The Concentration Phenomenon and
Stability Problems in a Micro-Economy: The Norfolk Island Public Sector Experience, 1976-77 to 1982-83” March 1984, ISBN 0 7259 0483 6.
96. FISHER, J.R., “Australia and the First Economic Revolution”, April, 1984, ISBN 0 7259 0484 4.
97. TISDELL, C.A., "Two Essays in Managerial Economics”, May, 1984, ISBN 0 7259 0485 2. 98. TISDELL, C.A., “Three Essays in Agricultural Economics", May, 1984, ISBN 0 7259 0486 0. 99. KEATING, G., "State Lottery Subscriptions - An Analysis Using Spline Regression”, May
1984, ISBN 0 7259 0488 7. 100. STANTON, P.J., “Protection and Structural Adjustment in the Australian Tyre Industry, 1960
to 1980”, June 1984, ISBN: 0 7259 0489 5. 101. TISDELL, C.A., “Externalities and Coasian Considerations in Project Evaluation: Aspects of
Social CBA in LDCs”, June 1984.
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102. DOELEMAN, J.A., “Historical Perspective and Environmental Cost-Benefit Analysis”, July 1984, ISBN: 0 7259 0492 5.
103. POWELL, A.A., “Real Wages and Employment”, July 1984, ISBN: 0 7259 0494 1. (The Eighth Newcastle Lecture in Political Economy)
104. TISDELL, C.A., “Costs and Benefits of Tree Conservation, Maintenance, Regeneration and Planting: Evaluation of Case Studies”, August 1984, ISBN: 0 7259 0495X