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A Sraffian interpretation of
classical monetary controversies
Germán D. Feldman
Published online: 18 Sep 2013.
To cite this article: Germán D. Feldman , The European Journal of t he Hist ory of
Economic Thought (2013): A Sraf f ian int erpret at ion of classical monet ary cont roversies,
The European Journal of t he Hist ory of Economic Thought
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Euro. J. History of Economic Thought, 2013
http://dx.doi.org/10.1080/09672567.2013.792370
A Sraffian interpretation of classical monetary
controversies
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Germ
a n D. Feldman
1. Introduction
The first half of the nineteenth century was an extremely prolific period
for the development of monetary and banking theory. Many controversial
topics such as the difference between money and credit, the operational
target of monetary policy, the endogenous vs. exogenous nature of money
supply or the determinants of inflation can be traced to the bullionist controversy and the subsequent currency and banking school debates.
The contributions of Viner (1937 [1960]), Wood (1939), Morgan (1943
[1965]) and Fetter (1965) are only some examples of the vast literature
exploring different aspects of the classical monetary controversies. Most of
these works offer a detailed description of each position, but do not provide an analytical structure that may allow for a better understanding of
the agreements and disagreements among doctrines and the points of
continuity with previous and subsequent theoretical developments. Moreover, a careful inspection of the above writings leaves the reader with the
unsatisfactory impression that monetary and real problems are in essence
disconnected phenomena. In effect, the marginalist tradition to which
most of these authors belong conceives a long-period position as one in
which relative prices and activity levels are determined independently of
monetary factors. In contrast, I shall argue that the surplus approach as
reconstructed by Sraffa (1960) and his followers represents a consistent
alternative for reinterpreting these controversies treating the monetary
and real spheres of the economy jointly, in that money neutrality, when is
observed, is a result of the particular theory of distribution to be endorsed.
Nevertheless, the openness of the classical system with regard to different
distributive closures leaves room for accommodating theory to the case of
money non-neutrality.
Address for correspondence
German D. Feldman, Faculty of Economics, University of Buenos Aires, Buenos
Aires, Argentina; e-mail: feldmangerman@gmail.com
Ó 2013 Taylor & Francis
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The following propositions regarding value and distribution will be said
to be shared by most participants in these controversies:1 there exist two
notions of prices: market prices, which are affected by any sort of accidental
forces, and normal or natural prices, which are only influenced by persistent forces. The main aim of price theory is to explain normal prices,
which represent the ‘centre of gravitation’ of market prices and have average prices as empirical analogues. Natural prices equate costs of production, reflecting the dominant productive techniques and the exogenous
real wage rate. In addition, prices and quantities are explained in two separate stages of analysis or two different parts of the theory: when determining
relative prices and income distribution, the level and composition of final
demand are treated as problem’s data. Early classical authors assumed
Say’s Law2 (see Garegnani 1978–1979 (I), 338–41), leaving, thereby, the
level of activity unspecified.3
A close connection to economic reality is one of the distinctive features
of classical economics. In particular, the monetary thought of early
classical authors was strongly encouraged by the developments of two historical times: the British ‘Restriction Period’ (1797–1821) and the postNapoleonic Wars gold standard. The Restriction Period was characterised
by paper money replacing coined metals as the main circulating medium
and a fast developing banking system, with the Bank of England as the
main actor. The inconvertibility of bank notes into specie was declared in
1797 after a run upon the Bank. Over the following years, in conjunction
with the Napoleonic Wars (1793–1815), inflation accelerated rapidly, but
in contrast to the former ‘Price Revolution’ (c. 1520–c. 1650), the phenomenon was not generalised but affected exclusively to England, thus ruling out any explanation which could attempt to connect prices with the
productivity of mines. Interestingly, inflation surged in combination with
1 It should be mentioned that classical authors writing after Ricardo tended to
adopt a Smithian adding-up approach to distribution and prices (Bharadwaj
1989). However, as we shall see, to interpret the monetary thought of currency
and banking, authors under a more consistent setting of an inverse relationship
between the real wage and the rate of profits for a given technique would not
alter their main conclusions.
2 It is certainly true that classical authors such as Malthus challenged the supposed
impossibility of general gluts of commodities, but their line of reasoning implied
that the capitalist system faced a problem of over-saving or over-accumulation,
rather than a situation in which savings were not fully spent. Note as well that for
classical economists, the equality between aggregate investment and savings did
not imply the labour market clearing (Mongiovi 1990).
3 In contrast, modern classical authors employ the principle of effective demand
endorsed by Keynes and Kalecki to explain production and employment. See,
for example, Pasinetti (1974).
2
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a persistent gap between the market price of gold and its mint price. This
was the context for the ‘bullionist controversy’, in which the inflationarybias of the inconvertibility of bank notes occupied the focal point of
debate. On the other hand, the resumption of cash payments in 1821 did
not bring financial stability. The following decades witnessed waves of
‘overtrading’ and commercial crises. In this regard, the design of banking
institutions compatible with a ‘sound’ convertibility regime was the main
point of disagreement between the contenders of a new controversy, that
one taking place between the currency and banking schools.
The paper is structured as follows. First, I introduce the Sraffian ‘core’
of economic principles that early classical scholars should have agreed
with. Then, I address the particularities of each doctrine and the theoretical roots of their divergences on policy grounds. Finally, I present the
main conclusions of the study.
2. The classical approach to value and distribution under a gold standard
regime
Before stressing the differences among strands of the classical school, it is
convenient to outline their common ground. As I shall argue, the theoretical roots of their opposite policy prescriptions about the adequate conduct
of monetary policy did not reside in the theory of value and distribution or
the determinants of accumulation and growth, but in the contrasting views
on the short-period external adjustment and the nature of money supply
under a credit-based monetary system. Therefore, contrary to the assessment of Schumpeter (1954, 696–7), disagreement between schools
remains not only of practical importance, but also as regards analysis.
Let us assume first an economy without commercial or financial relations with the rest of the world. There exists free capital and labour mobility across the different branches of production. Land is free and joint
production is excluded. Wages are paid at the end of the period of production. There are n reproducible commodities, including a luxury article
(‘gold’),4 which, apart from its uses in the arts, is employed as the general
exchange medium and mean of payments. Constant returns to scale prevail in every sector.5
4 It is assumed that the economy is sufficiently productive so as to generate a surplus after normal reproduction.
5 In order to simplify the analysis, it is convenient to consider the existence of
mines of homogeneous productivity. Undoubtedly, this assumption does not
reflect very well the actual conditions of gold production, which developed in a
context of lands of different quality. In the latter case, the normal price of gold
will be defined by the cost of production at the least fertile mine.
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Germ
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Long-period prices are thus defined by the following ‘price ¼ costs’ conditions:
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p ¼ pAð1 þ r Þ þ lw;
ð1Þ
where A ¼ (n,n) semi-positive input-output matrix of capital input coefficients; l ¼ (1,n) positive row vector of labour input coefficients; p ¼ (1,n)
row vector of nominal prices; w ¼ uniform wage rate; and r ¼ uniform rate
of profit.
System (1) has n equations and nþ2 unknowns (p, w, r). There are
therefore two degrees of freedom, which are typically closed by choosing
one num
eraire and a specific theory of distribution. In particular, the
above set of equations determines prices in terms of gold (pg) and the rate
of profits once gold is set as the num
eraire (pg ¼ 1) and the real wage is
exogenously specified according to the following formula:
w g ¼ p g cwT λ;
ð2Þ
where λ is the given real wage rate measured in terms of the basket of commodities consumed by workers (cw ), which allows covering their
‘subsistence’.6
Strictly speaking, there are two price systems: a ‘basic’ subsystem, which
only contemplates those commodities which enter directly or indirectly in
the production of all commodities, and the ‘actual’ system including nonbasic commodities, in this case the conditions of gold production. The
productive techniques of basic commodities and the real wage in terms of
6 The condition of a given real wage is not well established by the literature analysing the debates between the currency and banking schools, especially in the
case of Thomas Tooke, who was the main representative of the second strand of
thought. As Smith (2002) argues, the various discussions of wages in Tooke’s
writings show that he adhered to the general position among classical economists
that the real wage was determined by social norms. It is precisely such a theory
of the real wage, which together with Tooke’s position that the ‘average’ rate of
interest was determined by politico-institutional factors regulating the supply of
and demand for ‘monied capital’ (see Panico 1988) confirms his adherence to
the adding-up value doctrine. However, it is equally true that Tooke did not consider money wages to be a major cause of price movements because he believed
that their change occurred in response to and lagged well behind prior changes in
the prices of ‘provisions’ (Smith 2002, 346). As shall be shown hereafter, the case
of an endogenous real wage can be easily expressed by reversing the causality in
Equation (2) (cf. Panico et al. 2012); The term ‘subsistence’ is not interpreted in
the narrow sense of merely physiological needs, but as the income which allows
the social reproduction of the labour force and the normal continuance of the
productive process.
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the consumption bundle (λ) are enough to determine relative prices and
the rate of profits, while the conditions of gold production define money/
gold prices and the money/gold wage rate (p g ; w g ), which adjusts passively
to allow labourers to consume the subsistence basket of commodities.
Therefore, under a commodity standard there is no autonomy of the
‘monetary scale’ of the system from ‘real’ conditions. For the same reason,
there is no room for a quantity-theoretic closure of the money price
system.7
The ‘dual’ classical quantity system adopts the following ‘equilibrium’
conditions:
!
rpAQ T
T
cp ;
Q ¼ AQ þ AgQ þ lQ λcw þ ð1 sÞ
ð3Þ
pcpT
where Q ¼ (n,1) vector of gross outputs; g ¼ (n,n) diagonal matrix of sectoral rates of investment; cp ¼ (1,n) basket of commodities consumed by
capitalists; and s ¼ propensity to save out of profits.
Notice that gross output is exhausted as replacement, net investment
and private consumption. It is assumed that workers do not save out of
wages and capitalists save (and invest) a given proportion s of their profits.
Activity levels are normalised by setting the quantity of labour employed in
the system equal to unity (lQ ¼ 1).
Equation (3) corresponding to the gold sector, which as in the case of
the other commodities reflects the equality between supply and effectual
demand, can be formulated as follows:8
ð1=vÞp g Q ¼ G0 þ Qg
Cg ;
ð4Þ
where G0 ¼ existing stock of gold; v ¼ ‘normal’ velocity of circulation; and
Cg ¼ consumption of gold as a luxury article.
7 The kind of endogeneity implied here has nothing to do with the notion developed by neoclassical authors for open economies with fixed exchange rate
regimes. As Lavoie (2001) correctly points out, while according to mainstream
authors the endogeneity process is supply-led (that is, the money supply
increases endogenously but independently of the demand for money), money
endogeneity within the classical framework is demand-led (the money supply
grows because more of it is being demanded by the various agents of the
economy).
8 Gold output is not included into the level of transactions to be monetised
because under a gold standard bullion is directly transformed into money without the need to enter in circulation as a commodity.
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Equation (4) states that the normal value of transactions performed must
necessarily be sustained by an equivalent amount of circulating medium.
Only if one is prepared to assume that the level of real transactions and
the velocity of circulation are both given, will an exogenous increase in the
money supply lead to a proportional rise of the general price level, as in
the causal interpretation built around the ‘Quantity Theory of Money’.
However, in the classical system causation runs from prices to the quantity
of money, in what Marx (1976, 219–20) denominated the ‘law of money
circulation’ (cf. Green 1992). In other words, the supply of gold, like any
other commodity of the system, accommodates to its effectual demand,
defined by the employment of gold as a medium of circulation and for
non-pecuniary uses at its normal value, which is determined by the relative
costs of production of gold vis-a-vis other commodities.
It is certainly true that the durability of precious metals, and consequently, the small proportion that the annual supply and waste bear to the
stock in use, the time which must elapse before new mines can be made
productive, and the reluctance with which old ones are abandoned
(derived from the existence of fixed capital in mine production, etc.),
make the adaptation of gold supply to its effectual demand slow.9 Hence,
the period of gravitation of market prices towards normal ones may be longer than in the case of other commodities. Nevertheless, as Robinson
(1933) correctly asserts, ‘The stocks of gold are not inexhaustible, and
sooner or later there must be some increase in the price of gold, and there
will be some increase in new mining. In the long run the output of peas
will fall and the output of gold [will] go up, just like the outputs of boots
and of hats.’
As a consequence, if there is a growth of industry and commerce, ceteris
paribus, the market value of gold will rise above its natural value (which is
equivalent to the labour and expensing of mining and the risks attending
to that branch of production) and thereby, the rate of profits on capitals
invested in mines will be higher than the average rate of profits in the
country. If the rise in output is perceived as transitory, it will only result in
a temporary deviation of prices with respect to their trend. In contrast, if
the change is of permanent nature, the extra-profits in gold mining will
activate an inflow of capitals into that branch of production and a
9 It is this feature that made early marginalist authors treat the stock of precious
metals as exogenously given and its relative price set directly by scarcity (see, for
instance, Marshall 1887 or Hawtrey 1919). Interestingly, the post-Keynesian
description of commodity money finds several coincidences with the marginalist
position (cf. Moore 1988 and Rogers 1989). Moreover, one could argue that a
general equilibrium system is perfectly compatibility with a cost of production
approach to the value of gold, as Niehans (1978) confirms.
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A Sraffian interpretation of classical monetary controversies
consequent expansion of production, until a uniform general rate of profits is finally re-established.10
The essential properties of the system remain unchanged in an economy whose frontiers are opened to international trade. It can perfectly
happen that a country does not produce the commodity which is
employed as the general circulating medium. Nevertheless, the necessary
supplies can be obtained via foreign trade. It is in this context that the
price-specie flow doctrine of Hume acquires relevance for the classical system.11 Let us suppose again that there is a relative scarcity of gold in the
domestic economy resulting from an expansion of industry and commerce. Consequently, the gold price of commodities will be lowered, generating incentives to export local commodities and making the
importation of bullion more profitable than before. As gold enters into
domestic circulation, the price of commodities will be raised, until reaching the initial level defined by their costs of production. Therefore, in equilibrium, the purchasing power of gold must be necessarily the same across
nations and the foreign trade of each country must be balanced. Every
time a divergence takes place in a country, inter-country gold and commodity movements will be encouraged in response. In this respect, within
a non-producing gold economy, supply shocks on the gold market will be
connected with the state of the balance of trade. An excess of the value of
exports over the value of imports, that is, an external trade surplus, will be
equivalent to a positive supply shock, and conversely, an excess of imports
over exports, or a trade deficit, will represent a negative supply disruption.
3. Coinage
Thus far it has been assumed that the circulating medium of a country was
exclusively ‘bullion’ or specie. Nevertheless, the actual money used in rising capitalist economies was coined metals and not gold in bars, while the
10 Strictly speaking, the actual adjustment was more complex and required the
interaction between monetary and non-monetary uses of gold. The reader is
referred to Senior (1829) for a detailed analysis.
11 Contrary to Rist’s (1938, 140) contention, Ricardo’s theory of the distribution
of precious metals is more than just ‘a simple repetition of Hume’s theory’. I
believe that much of the confusion arises from the perspective in which the
analysis is developed. From the point of view of the individual open economy,
money (gold) flows from countries where it is undervalued towards countries
where it is overvalued, thus accommodating its supply to the value of aggregate
transactions. Nevertheless, if we assume a closed economy or a shock affecting
all countries in the same degree, it can be clearly identified the exogenous
nature of money supply in Hume’s framework. In contrast, from a classical perspective the money stock is endogenous in a long period equilibrium.
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unit of account was not the ounce, but a unit defined by the State; in the
case of Britain, the pound sterling (£). The mints were run as businesses
by private entrepreneurs, but regulated by the government. Individuals
could come to a counter at the mint and deliver their metal and they
would be paid back, within a few weeks, in newly minted coins of the same
metal they brought in. They always received back less fine metal than they
brought in. Part of what was withheld by the mint paid for production
costs – including a normal rate of profits – and was called brassage. The rest
was sent to the sovereign as tax and was denominated seigniorage.
Under this new setting the price system must also include the minting
sector, with its respective cost-of-production equation:
T
pam ð1 þ r Þ þ lm w ð1 þ tm Þ ¼ pm ;
ð5Þ
p ¼ pA þ qpm ð1 þ r Þ þ lw:
ð10 Þ
where pm ¼ nominal price of coins; am ¼ material input vector used in the
production of coins; lm ¼ amount of labour used to produced one unit of
coin; and tm ¼ seigniorage tax.
The creation of money can therefore be separated in two stages: the production of gold as bullion and the transformation of bullion into coins.
The seigniorage rate might be limited due to competition from alternative
mints (including false coiners and foreign mints). However, if the domestic State alone coins, it can adjust the seigniorage rate within a wide range
of values.
Within this framework, seigniorage should not be interpreted as the
profit made from money creation, but as an indirect tax imposed over a
particular basic commodity. In effect, firms require a fraction q of coins
per unit of output in order to pay for inputs and wages, and thus, the cost
of obtaining coins must be included into normal costs of production:12
Equations (10 ), (2) and (5) determine nþ2 unknowns –p m ; w m ; r – when
λ and tm are exogenously given and the coin is taken as the numeraire
(pm ¼ 1).
When coinage is gratuitous, that is, if the State absorbs the brassage and
charges no seigniorage, the metallic content of the coin (amg ) defines its
value in terms of bullion. Otherwise, the natural price of bullion will fall
short of the natural price of money by the charge for coinage.
12 It is assumed that the producers must hold coins since the beginning of the production period.
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A Sraffian interpretation of classical monetary controversies
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The government arbitrarily sets the gold content of a coin and the
seigniorage rate (amg ,tm ), but the quantity of gold circulating as medium of
payments is determined endogenously by the private sector, which decides
the amount of bullion to be taken to the Mint and to be converted from
coin to bullion taking into account the costs of minting and melting (viz. a
process to transform coins into specie) and the price of gold in terms of
coin (pgm ).
Once the nominal or mint price of gold (pm£ ) is arbitrarily defined, the
nominal scale of the system follows:
½p m A þ qð1 þ r Þ þ lw m pm£ ¼ p g pgm pm£ ¼ p:
ð6Þ
System (6) reveals the existence of two sources of variability in money
prices: (i) changes in the value of money in terms of the standard
pg£ (¼ pgm pm£ ) or ‘monetary factors’ and (ii) changes in the conditions of
production of gold vis-a-vis the other commodities p g , or ‘real factors’ (cf.
Marcuzzo and Rosselli 1991, 41). From a classical perspective, sound economic policy could only prevent those price fluctuations arising from
monetary factors; changes induced by real factors were considered as natural and inevitable (cf. Ricardo 2004 [1810–1811], 65).
The quantity system (3) must now take account of the payments made to
the Mint by those requiring this service and of the expenditure of the revenues of the State by administering the Mint:13
T
Q ¼ AQ þ AgQ þ lQ λcw þ
!
rpAQ T
~
cp þ s T G;
pcpT
ð30 Þ
where
s ¼ consumption bundle of the State;
~ ¼ level of public expenditure.
G
Note that gross output is now absorbed by investment, private consumption and public expenditure. The consumption of the State is financed
through the tax imposed on money creation:
~
pamT ð1 þ r Þ þ lm w tm qQ ¼ pðs T GÞ:
ð7Þ
For a given surplus, the addition of the State implies that a certain social
class must face the burden of taxation. Assuming an exogenous real wage,
13 The equation in system (30 ) corresponding to the minting sector takes the following form: Qm ¼ qQ Q0 , with q ¼ qðp m ; vÞ.
9
Germ
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the capitalists will end-up paying the seigniorage rate and reducing,
thereby, their expenditure. Indeed, we already know from Sraffa
(1960) that ‘a tax on a basic product then will affect all prices and cause a
fall in the rate of profits that corresponds to a given wage’.
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4. Paper money
Let us move from a purely metallic base to a monetary circulation composed of both coined metals as well as paper money convertible into coin
on demand, which is issued by a Bank with the monopoly of issue through
mainly two channels: the purchases of bullion and the discount of commercial bills.14
Wages are entirely spent on consumption goods and workers have no
access to financial markets, so the financial system only reflects transactions between ‘banks’ and ‘firms’. It is also assumed that capital is essentially circulating capital (i.e. funds for the payment of wages and raw
materials), whose finance is based on the discount of commercial bills.
Hence, the interest rate actually enters as a component of normal costs of
production.
According to Ricardo, a ‘perfect’ convertibility regime between paper
money and coined precious metals would work exactly in the same way as
a purely metallic circulation, the convertibility being an automatic principle of limitation to prevent the overissue of paper money. In effect, bank
notes represented only a cheaper substitute for gold coins, but the overall
amount of circulating medium would still be regulated by its effectual
demand.
Now, if the Bank were to issue promissory notes in excess of the requirements of demand, the paper would circulate domestically at a discount.
With the possibility of charging a paper and a gold price of commodities
prohibited by law, the value of the whole currency (that is, paper and gold
coins together) would be reduced, and the market price of gold would rise
above its mint price. As a consequence, the well-known Gresham’s Law
would start to operate. There would be incentives to convert bank notes
into gold to be melted and exported (i.e. to be employed as a commodity
or world money and not as domestic money) and to import foreign commodities, which would be relatively cheaper. As the domestic currency
14 It is assumed that the government does not finance its deficit by loans from the
Bank, thus eliminating the fiscal channel of monetary expansion. This assumption is a good approximation for the case of Britain during the nineteenth century. British wartime expenditures were mainly financed by raising taxes and
issuing bonds (see White 1999).
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A Sraffian interpretation of classical monetary controversies
depreciated internally, the foreign exchange turned adverse and gold
flowed out of the domestic circulation. However, such a situation could
not last, because as soon as gold was drained from the coffers of the Bank
and exported, the internal purchasing power of bullion would be raised
(or equivalently, the gold price of commodities would be diminished),
counterbalancing the initial incentives to import foreign commodities,
closing thereby the gap between the market and the mint price of bullion.
In the new equilibrium, the amount of circulating medium would be
the same as before and the domestic general price level would go back to
the initial point. Hence, the only effect of a sudden overissue of bank notes
would be a drain of the gold in the coffers of the Bank proportional to the
initial monetary expansion (Ricardo 2004 [1810–1811], 90).
With inconvertible paper money, money prices lose the anchor previously represented under a commodity standard by the nominal price of
gold. The absolute scale of the system (p; w) acquires autonomy from relative prices (p g ; w g ). Moreover, since paper had no intrinsic value attached
and the money supply could be discretionarily expanded by issuing institutions,15 paper could be permanently depreciated in terms of all commodities including gold. In consequence, nominal prices would be determined,
for a stable velocity, in proportion to the quantity of paper-money in circu£
lation M :
£
M ¼ ð1=vÞpQ :
ð!Þ
ð8Þ
Equation (8) sets the nominal scale of the system in line with the Quantity Theory, given the underlying relative prices and produced quantities.
Money prices must be consistent with the ‘real’ equilibrium, through the
adjustment of monetary cost equations, in particular via the full
‘indexation’ of the nominal wage rate:
pcwT λ ¼ w:
ð!Þ
ð9Þ
Under inconvertibility it is not possible to improve the competitiveness
of domestic production in the world markets by altering the value of the
local currency. The overissue of paper money would only depreciate the
nominal exchange rate due to the augmentation of the domestic money
15 In The Price of Gold, Ricardo explicitly assumes that ‘Whilst the Bank is willing to
lend, borrowers will always exist, so that there can be no limit to their overissues’ (Ricardo 2004 [1809], 17).
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Germ
a n D. Feldman
price of bullion, but the real exchange rate, which reflected the ratio
between the bullion price of commodities in the domestic and the world
economy, would not be altered.
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5. The exchange rate and international gold flows: the first source of
disagreement
Ricardo held a very controversial view of the determinants of international
gold flows. According to him, any external deficit and consequent gold
drain would be caused exclusively by a monetary over-expansion: ‘[. . .] the
temptation to export money in exchange for goods, or what is termed an
unfavourable balance of trade, never arises but from a redundant
currency’ (Ricardo 2004 [1810–1811], 59). Such a position contrasts especially with the doctrine of another referent of the time, Henry Thornton,
who admitted to the possibility of gold outflows promoted by ‘real shocks’,
such as ‘a war, scarcity, or any other extensive calamity’ (Thornton 1802,
118). Indeed, Thornton distinguished between temporary and permanent
causes of gold drains; the real shocks were part of the former group of
causes, while the redundancy of currency accounted for the latter group.
To recognise the possibility of ‘real forces’ encouraging the exportation
of gold introduces new principles for the conduct of monetary policy. In
effect, the more adequate policy response to bullion drains would depend
on the nature of the shock taking place: in the presence of monetary
shocks, the Bank of England should contract its circulation in order to
improve the foreign exchange, but in the case of real shocks, the best policy reaction would be to support domestic credit and face the gold drain
with its bullion reserves. In this context, therefore, the extension of bank
notes should be seen as a mean to preserve domestic financial stability
from being disturbed until the balance of payments were adjusted through
the price-specie flow mechanism, a process which was not instantaneous.
As previously argued, Ricardo conceived of the positive gap between the
market price of bullion and the mint parity as a measure of depreciation
of domestic money due to the overissue of bank notes. He also suggested a
second test for depreciation of the currency, namely, the deviation of the
(nominal) exchange rate with regard to the par of exchange (Ricardo
1809, 18). By the time Ricardo wrote his monetary pamphlets, the international mercantile credit market had already been largely developed. Foreign bills of exchange represented an alternative mechanism to remit the
payment of purchases in foreign markets. In effect, the domestic importer
could, instead of directly sending bullion and paying the shipping costs,
buy a bill of exchange drawn upon the foreign counterpart (brought by an
exporter merchant), paying (1/E) units of foreign currency ($) for 1 unit
12
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A Sraffian interpretation of classical monetary controversies
of domestic currency (£). The exchange rate (E) was determined by the
supply and demand of bills of exchange arising from international transactions. Exports generated a supply of foreign bills of exchange in the
domestic market, whereas imports engendered a demand for foreign bills
of exchange. If the foreign trade were balanced, the supply and demand
for foreign bills would be equal, and the exchange rate would be ‘at par’.
The par of exchange (EP) was defined by the mint price of gold at home
and abroad, assuming that both countries were on a gold standard and
applied the same rate of seigniorage. In other words, the parity responded
to the question: what amount of foreign currency contains the same quantity of pure gold as can be purchased by one unit of domestic currency in
gold? Analytically,
EP ¼
pm£
:
pm$
ð10Þ
The movements of the exchange rate reflected two different forces: the
developments of the balance of payments, which defined the supply and
demand for foreign bills in the domestic market and activated the gravitation of the exchange rate around the par, and the depreciation of the
domestic currency, which moved the par of exchange itself. The former
accounted for changes in the real exchange rate, while the latter implied
variations in the nominal exchange (cf. Blake 1810, 8).
The real exchange found an objective limit in the costs of remitting bullion, which defined the ‘specie points’: even if deviations of the exchange
with respect to the par within such limits did not reverse the trade imbalance and, thereby, equilibrated the market for bills of exchange, once the
exchange rate surpassed the export (import) specie point, at least the
export (import) of bullion would become profitable.
In contrast to the impact of the real exchange, monetary derangements
operated, according to Blake, exclusively on the nominal exchange rate,
leaving the ‘real side’ of the economy untouched (ibid., 47–8). Hence, a
depreciation of an inconvertible currency altered the par of exchange
itself, the new par being such an amount of a foreign metallic currency as
the depreciated unit would buy at the market price of bullion.
To sum up, the classical view of the exchange rate as exposed by Blake
(op. cit., 87–8) can be reduced to the following ten propositions:16
16 Blake’s framework is general enough so as to include Ricardo and Thornton’s
approaches as particular cases. For an antagonistic view of both classical scholars, see de Boyer des Roches (2007).
13
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a n D. Feldman
(i) The real exchange depends upon the proportion between the foreign payments which a country has to make, and the payments it has
to receive.
(ii) The nominal exchange depends upon the comparative value of
currencies.
(iii) The real exchange has an immediate effect upon the exports and
imports.
(iv) The nominal exchange, whether favourable or unfavourable, has no
effect whatever upon exports and imports.
(v) An unfavourable real exchange, if its rate be sufficiently high, will
cause an export of bullion (once the exchange reaches the export
specie point).
(vi) An unfavourable nominal exchange, whatever be its rate, will not
necessarily lead to any export of bullion, but will immediately
cause a drain upon the Bank, of the conversion of coin into
bullion.
(vii) When the market price of bullion exceeds the mint price, in consequence of its export from an unfavourable real exchange, the currency is not depreciated, for it bears the same relative value to all
other commodities; it is the real price of bullion that is raised, from
a temporary scarcity.
(viii) When there is an excess of the market price of bullion above the
mint price, together with an unfavourable nominal exchange, the
real price of bullion is not altered, for it bears the same relative value
to all other commodities; it is the currency that is depreciated, from
a temporary abundance.
(ix) The real exchange cannot be permanently favourable or unfavourable, whatever be the state of the currency.
(x) The nominal exchange may continue for any length of time favourable or unfavourable, provided the value of currency continues to
be depreciated.
The previous observations have several implications. Statement (vii)
justifies Thornton’s explanation of the high price of bullion and the
drain of gold during the Restriction Period driven by external trade
deficits. The causation implied by Thornton, which would be later supported by the banking school, goes from the balance of foreign payments to the real exchange rate via the price of bills, which raises the
demand for bullion in the domestic market and, thereby, the market
price of gold. Following this reasoning, it could not be asserted generally that a positive gap between the market and mint price of gold
unequivocally signals a depreciated currency as a result of the
14
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A Sraffian interpretation of classical monetary controversies
overissue of paper money. Points (iv) and (vi) would be soon criticised
by Ricardo, who distinguished between the case in which only inconvertible paper money circulated and a mixed currency (i.e. a situation
in which gold is still obtainable at its mint price). The latter case
includes both convertibility and inconvertibility with residual coins in
circulation. In fact, under a mixed circulation an excess supply of
money would force not only a nominal depreciation, but also a real
one, thereby creating incentives to export bullion provided that the
gain more than compensated the costs of shipping.
However, there is a second channel through which a depreciation of the
domestic currency may influence the real sector, overlooked in the preceding model due to the fundamental assumption regarding the exogenous
distributive variable. Since early classical authors assumed a given real
wage rate, nominal remunerations adjusted at the same rate that the price
of commodities. Thus, they ruled out the potential ‘real’ effect of nominal
depreciations connected with a reduction in the labour cost of domestic
production. In contrast, still within the classical framework, altering the
distributive closure towards an exogenous determination of the rate of
profits could allow lowering the real wage permanently by manipulating
the exchange rate.
6. Money creation and banking principles: a second source of controversy
Despite the resumption of convertibility in the year 1821, macroeconomic fluctuations were not diminished. A succession of commercial
crises and gold drains that threatened to exhaust the gold reserves of
the Bank of England, recurring about every 10 years, led scholars to
explore in depth the problems of the British financial architecture. The
advocates of the currency school17 concentrated on how the Bank of
England and country banks could introduce distortions which prevented the natural and automatic adjustment of a fully convertible
paper-based monetary system.
As during the former bullionist controversy, Ricardo’s ideas played a
significant role: in his Plan for the Establishment of a National Bank,
which was published in 1824 shortly after his death, Ricardo emphasised that the Bank of England conducted two entirely different businesses, which might just as well be handled by two separate agencies:
the issue of paper money to replace metallic currency and the
17 The most prominent supporters of this doctrine were Samuel Lloyd Jones (later
Lord Overstone) and Richard Torrens. Other members of the group were G. W.
Norman, Thomas Joplin and James Pennington.
15
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granting of loans. Ricardo recommended that the right to issue notes
should be transferred from the Bank of England to a national bank,
viz. a note-issuing authority under the direction of five permanently
appointed government commissioners, whose only function would be
to keep the price of gold stable by the purchase and sale of gold
against notes. This idea of separating note issue from the remaining
banking functions was taken over a little later by the so-called currency
principle.18
The supporters of the currency principle did not introduce any profound change to the bullionist view of the theoretical working of a convertibility system, but they believed that the actual workings of the banking
system may deeply affect the ‘automatic adjustment’ of the economy. In
effect, bullionist authors had treated the overissue of bank notes as a sudden and temporary phenomenon. Instead, Overstone and Torrens conceived of the overissue of bank notes as a systematic procedure followed by
the Bank of England, which could increase the pressure and inconvenience of the natural absorption of shocks and even potentially lead to the
abandonment of cash payments.
The Peel’s Act of 1844 aimed precisely at regulating the British banking
system in order to avoid such distortions. It closely reflected the position
of the currency school, according to which one expected that a currency
consisting of both convertible notes and gold coins or a fully paper system
backed on gold would function exactly like a purely metallic currency.
The Banking Act included several measures, among which the separation
of the issuing and banking functions of the Bank in two independent bodies was undoubtedly the main institutional change, intended to impose
18 Rist makes a major contribution to the general confusion about Ricardo’s standpoint. For him, the Ricardian theory of money is the quantity theory of money
par excellence (Rist 1966 [1938], 173). Also, he regards the National Bank plan as
the basis for the Reform of 1844 (Rist 1966 [1938]). However, Ricardo never
advocated proportionality between bullion reserves and money creation. ‘The
issuers of paper money should regulate their issues solely by the price of bullion, and never by the quantity of their paper in circulation. The quantity can
never be too great nor too little, while it preserves the same value as the standard’ (Ricardo 1816, 64). Furthermore, his National Bank’s plan could be interpreted in terms of how to distribute the seigniorage from money creation so as
to favour the general public and not a private institution such as the Bank of
England. ‘. . .that the commerce of the country would not be in the least
impeded by depriving the Bank of England of the power of issuing paper
money, provided an amount of such money, equal to the Bank circulation, was
issued by Government: and that the sole effect of depriving the Bank of this
privilege, would be to transfer the profit which accrues from the interest of the
money so issued from the Bank, to Government’ (Ricardo 1824, 281).
16
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quantitative limits to the banking system’s capacity of issuing notes. The
issue department of the Bank would just behave as a ‘Mint’, receiving bullion by the public and converting it into coin, for subsequently throwing
the money again in the form of paper to the circulation of the country.
Thus, the idealised description of a paper-based circulating system acting
as a mere less expensive substitute of precious metals seemed to be
realised.
According to the currency school, a ‘sound’ currency respects the premise that gold movements should be entirely reflected on domestic circulation, and the capacity to expand credit (that is, to increase the stock of
securities of the Bank) should be limited by its ability to obtain new deposits. Before the Banking Act of 1844, the Bank of England used to violate
such a rule, because every time a gold drain took place, instead of leaving
the pressure act on circulation, it sustained the former level of circulation
by extending the discount of commercial bills. In contrast to the unified
system, with the separation of departments the Bank would have two independent balance sheets: one for the department of issue, and another for
the department of banking. Thus, with the complete division of functions,
the issue of bank notes would be exclusively connected with the movements of bullion.
On the other hand, the department of banking would limit its discount
of bills of exchange to the extent that it obtained new deposits of bank
notes, through which it built it contingent reserves. The Bank would lend
the money left after preserving the amount of notes considered as appropriate to meet the demand of depositors. Therefore, under the new system, the Bank reserve acted as an intermediary target indicating when
issues should be restrained. If, for instance, a gold drain took place, the
holders of bank notes would go directly to the department of issue to convert their paper into bullion. In that event, the variation of bullion would
impact directly on internal circulation, thus preserving Hume’s adjustment mechanism. Now, for those individuals who had to make external
payments but performed them through drafts on their bank accounts, the
pressure would be felt on deposits. They would ask for their notes in
the department of banking, in order to exchange them later for bullion in
the department of issue. The department of banking would face the call
with its reserve, but, in contrast to the unified system, it had no power to
create new reserves at will. In order to re-establish the optimal reserve-todeposits ratio, this department would have to sell their securities and
refuse to give new discounts. Therefore, during the process of adjustment
to a gold efflux the Bank contracted its circulation of bank notes, allowing
for an appreciation of gold in terms of commodities that would stop the
drain (see Overstone 1858, 124).
17
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a n D. Feldman
In similar lines, the currency school characterised the commercial crises
experienced under the unified banking system (those occurred in 1783,
1787, 1825 and 1836–1837) as resulting from the overissue of bank notes: ‘in
every one of them the non-diminution of the paper money as the bullion
went out, was the immediate and intimate cause of those crises’ (Overstone
1858, 156). The currency proponents did not deny the chance of commercial crises under a sound convertibility system, because they recognised crises
were inherent to the capitalistic system of production. Indeed, the British
economy suffered disruptive episodes under the new financial structure, for
instance, during the panic of 1847. However, for these authors the only crises
in which the Bank could take corrective measures were those which had
been generated by its unsound behaviour. Interestingly, during the panic of
1847 the British government restored confidence augmenting the Bank
reserves with purely bank paper. This measure, like similar ones applied in
1857 and 1866, reveals a stylised fact of the dynamics of commercial crises:
the end of the downward cycle was in general accompanied by a monetary
expansion, although a contraction of circulation was the expected action
according to monetary rules. While the banking school would argue that
these facts revealed the inadequacies of Peel’s Act and the relevance of
‘lender of last resort’ functions played by the Bank of England, Torrens
offered an alternative view. The author distinguished between two kinds of
gold drains: external drains, which were those motivated by an adverse foreign
exchange, and internal drains, which were caused by panic and alarm among
the public. In the latter case, confidence was shaken and people ‘flied to
quality’: gold was preferred to paper, and sovereigns were held rather than
the notes of the Bank of England. Within an internal drain, the function of
the Bank as a lender of last resort would be strongly desirable: ‘These are the
only circumstances under which it can be necessary that the Bank should
exercise its vaunted function of sustaining commercial credit’ (Torrens
1837, 43). In such a critical context, the Bank was exposed to two opposite
dangers and it could not avoid the one, without approaching the other. ‘If
they do not contract their issues, their treasure may be exhausted by the continual action of the foreign exchange; and if they do not increase their issues,
their coffers may be emptied by the immediate action of a domestic panic.
Of the two dangers, that of having their coffers emptied by domestic panic,
is the most serious and the most pressing; and therefore, in an emergency
leaving only a choice of evils, the Bank directors are justified in disregarding
the principle of regulating their issues by the foreign exchanges, and in making such advances as may be necessary to restore commercial credit’ (ibid.,
42–3). However, if the internal drain was a result of the previous mismanagement of the Bank in administering an external drain, then it would not be a
justification to defend the Bank’s policy. Indeed, the suspension of the Peel’s
18
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A Sraffian interpretation of classical monetary controversies
Act during the post 1844 crises was usually interpreted as the recourse to
‘escape clauses’ from the rule under extraordinary real shocks.19
In contrast, the banking school presented a defence of the unified structure that characterised to the Bank of England until the mid-1840s. Its
monetary thought, reflected mainly in the works of Thomas Tooke and
John Fullarton,20 was highly innovative in several fields such as the nature
of money supply within a credit economy, the goals and instruments of
monetary policy and the adjustments of the economy to external
imbalances.
Tooke defined the ‘banking principle’ as the guard by regulation
against two evils: the suspension of cash payments and the insolvency of
the banks. He emphasised that the currency school added a new dimension: ‘. . .it is not sufficient that the Bank notes should be at all times strictly
convertible into coin, and that the banks, whether issuing or not issuing,
should be solvent; they consider that a purely metallic circulation (excepting only as regards the convenience and economy of paper), is the type of
a perfect currency, and contend that the only sound principle of a mixed
currency is that by which the bank notes in circulation should be made to conform
to the gold, into which they are convertible, not only in value, but in amount’
(Tooke 1844, 1–2; emphasis added).
The endogenous nature of money supply under a credit-based system
was one of the pillars of the banking school’s theoretical apparatus. In
effect, these scholars differentiated between a compulsory paper money
issued by the government (including advances by the banks to the government in the form of notes) and bank notes issued by credit institutions
due to the discount of commercial bills; ‘government paper is ‘paid away’ ,
and is ‘ not returnable to the issuer’ , whereas the bank notes are only lent, and
are returnable to the issuers’ (Fullarton 1845, 66, italics in the original). Only
regarding the former would all the features of the ‘inconvertibility paper
system’ postulated by the bullionist and currency authors apply (cf. Tooke
1844, 69–70).
On the contrary, no overissue of bank notes lent to the industry could
take place because there were alternative channels through which notes in
19 For instance, Schumpeter believes that the suspensions of Peel’s Act during
times of internal panic ‘were really, though not officially, part and parcel of his
scheme’ (1954, 696).
20 Among the advocates of the banking school one could also include the young
John Stuart Mill. Some elements of their doctrine are also contained in the
works of James Steuart and Attwood. The position of the banking school
received approving comments by Marx and Keynes, who lamented that the currency school’s position ‘conquered England as completely as the Holy Inquisition conquered Spain’ (Keynes 1936, 32).
19
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a n D. Feldman
excess could be returned to the Bank. This is the renowned ‘law of reflux’,
which states that the supply of credit accommodates endogenously to the
requirements of the demand for credit (cf. Fullarton 1845, 64).
Furthermore, the banking school emphasised the narrow definition of
‘circulating medium’ employed by the currency school. Not only did coins
and bank notes perform the role of ‘money’, being the medium of
exchange and payments, but several other credit instruments such as bills
of exchanges, cheques or even simple book credit could equally carry out
such a function (ibid., 31–2). If the Bank of England took all its notes
from circulation (assuming that it would have such a power), the vacuum
would not be covered with coin, but ‘most probably would be supplied by
cheques and bills of exchange and settlements’ (Tooke 1844, 21).
Under the conditions that gave ground to the existence of credit, that is, a
certain level of confidence among the public, the amount of ‘potential
currency’ did not limit to the availability of bullion or the issue of bank notes.
There was therefore no mechanical connection between the value of transactions and the natural quantity of coin in the economy, even under a purely
metallic circulation, as long as credit existed. A demand shock on the gold
market would not necessarily lead to an importation of bullion from other
countries, if the new transactions were performed by bills of exchange. Similarly, supply shocks on the gold market, that is, those disruptions connected
with the state of the balance of trade, would not affect the state of domestic
circulation as long as they acted entirely on bullion reserves.
In order to fully appreciate the role of the latter, we must come again to
the description of a gold-money economy without a banking system. Under
such a framework, it was implicitly assumed that the only reason for holding
money was the ‘transactions’ motive: gold was employed in the form of coin
as the general medium of circulation. However, there was another motive
for demanding money: the ‘speculative’ motive, which resulted from the
role of money as a reserve of value. Hoarding provides another tool to
absorb shocks in the gold market; short run fluctuations in the supply for
gold (for instance, due to a current account surplus) do not necessarily
translate to internal circulation, thus leaving the price of commodities
unchanged (see Fullarton 1845, 71). The amount hoarded ‘is not governed
by the state of prices, but by the market-rate of interest’ (see Fullarton 1845,
71). That is, the public made a portfolio choice on the allocation of surplus
money. Furthermore, in advanced economies exhibiting high levels of
industry and commerce and a developed banking system, those hoards
were not in the hands of the public but deposited in banks. That was the
case of the British economy and the Bank of England (ibid., 72).
Hence, the Bank of England guaranteed the stability of the market price
of gold by absorbing any sudden supply of gold which importers brought
20
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to the domestic market.21 ‘Thus England holds out to the bullionmerchant a never-failing market for his gold; in England there is never any
abatement of the demand for it; and the Bank of England naturally
becomes a sort of general receptacle for the surplus produce of the gold
mines in every quarter of the globe’ (ibid., 77).
The hoarding mechanism operated in equal form under a paper
regime. Though the purchases of bullion by the Bank injected bank notes
into the economy, thus expanding for a moment the money supply, they
did not stay in domestic circulation if they were not demanded for transactions. The holders of paper money would offer them in the market for discounting bills, thus enlarging the supply of credit. In other words, the
monetary expansion would not lead to an excess of demand in the market
for commodities, but rather in the market for bonds. The result would be
a lowering of the market rate of interest, unless the Bank decided to sell
part of its stock of securities to stabilise the rate (see Fullarton 1845, 78–9).
In either case, the Bank had no power to add to the circulation. The only
thing it could do was to influence the rate of interest, deciding whether it
remained unchanged or not.
7. Inconvertible paper money revisited
The arguments offered by the banking school proved that the money supply cannot be considered exogenous so long as money enters the economy
via the provision of credit, that is, as a debt, being either convertible to
gold or not (overissues of paper money may actually arise, for Ponzi
finance schemes or other types of speculative movements may be developed, but they should not be viewed as persistent phenomena, that is, as
being normal in a long period position). The operation of the ‘law of
reflux’ ensures that in a normal position, the quantity of money in
21 There is no doubt that temporary monetary shocks in either direction could be
met through the hoards, but the adjustment under permanent shocks is asymmetric in nature. While a rising supply of bullion can be absorbed increasing
the bullion reserves indefinitely, a prolonged or structural gold drain may
exhaust the bullion reserves, finally impacting on domestic circulation and relative prices. In that case, the central bank will eventually run out of reserves and
will be forced to adjust through currency devaluation, rising interest rates or
imposing controls to capital flows. As Wicksell points out, ‘the existence of large
stocks of coin is no guarantee of the stability of monetary values. They do
indeed tend to act as shock absorbers to the changes which occasional disturbances in the volume of production or of industrial consumption would otherwise cause; but accumulated stocks are quite powerless against persistent and
radical changes in those spheres, such as the discovery of great new goldfields,
or the exhaustion of existing ones’ (Wicksell 1935, 125).
21
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circulation responds to the requirements of trade, ruling out any possible
divergence between supply of and demand for money. Analytically, M£ will
be established by the modified version of (8):
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pQ ¼ M£ v:
ð!Þ
ð80 Þ
The question arises as to how then the nominal scale of the system is
determined. The counting of equations and unknowns rapidly reveals that
nominal variables will result underdetermined once the condition of
money supply endogeneity is imposed. The structure of relative prices and
income distribution is left untouched, but an additional variable is added,
so money prices will ‘hang in the air’. It should be stressed that such indeterminacy has no connection with the so-called ‘real-bills fallacy’, which
emphasises the price-money-price feedback that renders the real bills
mechanism dynamically unstable.22 For within the endogenous money
doctrine of classical authors, the price level is treated as given, determined
by forces beyond the money stock itself.
A plausible solution to the indeterminacy problem resides in the fundamental role that the persistence of nominal wages exerts in the determination of money prices under an inconvertibility regime, a function
emphasised by Keynes (1936, 304) and incorporated to the classical framework in Panico’s (1988) and Pivetti’s (1991) models of normal income
distribution. Formally speaking, we move from a classical price system in
which one commodity (gold) is employed as the numeraire to a ‘labour
standard’ (cf. Hicks 1955), in which prices are expressed in terms of
labour commanded:
p w ¼ p w A ð1 þ r Þ þ l
ð11Þ
with A ¼ A þ qabT and l ¼ l þ qlb :23
The nominal wage rate is taken as given (w ¼ w), set by institutional and
political conditions such as the action of labour unions, and the rate of
profits is arbitrarily fixed by the central bank through the persistent
manipulation of the interest rate (r ¼ aðiÞ, with a0 > 0). Finally, the real
22 For a critical analysis of the real-bills doctrine as a rule for money creation, see
Mints (1945).
23 The subscript b denotes the loan industry, q being in this context the loan input
vector per unit of gross output of commodities. It should be stressed the underlying symmetry between the seigniorage rate and the minting industry in a gold
standard system with the rate of interest and the loan sector in a credit-based
monetary regime.
22
A Sraffian interpretation of classical monetary controversies
wage is determined endogenously over the range above subsistence:
1 ¼ p w cwT λ:
ð12Þ
As expression (13) below reveals, money prices now depend positively
on the nominal wage rate for a given rate of profits and increase with the
rate of profits, given the nominal wage:24
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p w ðr Þw £ ¼ p:
ð13Þ
Note also that under a labour standard, as opposed to a gold standard
regime, it is not possible to decompose price changes into those induced
by ‘real’ and ‘nominal’ factors. As has already been pointed out, prices relative to labour commanded can be influenced by monetary policy via the
link interest rate – normal rate of profits and economic policy in general
can attempt to contain nominal values through the control of wage inflation. Likewise, structural factors affect relative prices not only directly –
especially through differential rates of productivity growth – but also indirectly, since, for instance, the level of unemployment, which is partially
24 There exist some difficulties in applying the monetary theory of distribution to
the gold standard period. First, one should justify that workers participated in
the surplus, which is doubtful given historical and institutional conditions (for
instance, the inexistence of labour unions, etc.). But most importantly, Tooke’s
view of money prices as depending positively on the level of the rate of interest
faces a logical problem when applied to a commodity-standard framework. In
effect, under a gold standard the general price level is fully determined once
relative prices and the nominal price of gold are specified and, hence, a change
in costs of production may result in fluctuations of relative prices, but there is
no reason to suppose that the price of commodities in terms of gold will rise on
average. Put differently, Tooke’s approach would force us to admit that prices
of commodities do not reflect the ratios of their cost of production to that of
gold, unless very arbitrary assumptions as to the technical conditions of production of commodities vis-a-vis those of gold are made [a point made by Pivetti
(1998, 49) himself, though the author considers that his approach can be
applied to commodity standard systems]. It is not possible for the money wage
to be advanced and the real wage to be accommodated through changes in the
average price of commodities going in the direction of variations in the rate of
interest, because there is no reason to assume that all money prices will increase
pushed by raising interest costs. Those commodities with a capital composition
above gold will go up in price and those with a capital composition below gold
will go down. The case of a fiat money regime is different because the adjustment of relative prices can take place with a general rise of money prices, each
commodity rising at a different rate depending on relative capital and labour
requirements.
23
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determined by technical features, conditions workers claims for higher
wages.
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8. Concluding remarks
The classical price system is open to alternative distributive closures. The
particular theory of distribution to be endorsed has direct consequences
on the neutrality of money. The theoretical framework of early classical
authors, in which the real wage was regarded as given by subsistence, renders money neutral, thus having no effect on the equilibrium vector of relative prices and resource allocation. But the classical approach is flexible
enough so as to allow for the determination of the rate of profits by the
rate of interest set in financial markets, imposing a direct influence of
monetary policy on normal distribution and relative prices.
All early classical authors agreed that under a metallic standard the
money supply was endogenous in a long period position. The divisions
arose when dealing with paper money systems. The branch led by Ricardo
regarded money supply as exogenous under a paper standard, independently of the institutional framework regulating money creation, while
banking authors also viewed money as endogenous under a credit-based
regime, accepting the validity of the Quantity Theory only in the case of
paper money issued by the State. In this regard, though the money supply
may be consistently conceived as exogenous in the case of an inconvertible
paper money issued by the government, its exclusive impact on nominal
prices rests on the acceptance of Say’s Law, or the existence of supply constraints for the expansion of aggregate production. For the very same reason, moving towards a determination of production through the principle
of effective demand would not threaten the consistency of the classical
‘core’, which only requires to take quantities as given, leaving room for a
separate stage in which production can be explained.
The divergent policy prescriptions of currency and banking schools
emerged from different opinions with regard to the short-period external
adjustment and the nature of money supply under a credit-based monetary
system. For currency authors, a trade deficit would not result in gold drains
unless money was overissued. It was therefore an excessive money supply
the main threat to convertibility. Speculation and instability in domestic
financial markets were also promoted by mismanagements of the monetary authority. On the contrary, banking scholars believed that the external
sector, at least in the short run, adjusted via international gold flows.
Hence, an adverse balance of payments could threaten convertibility and
its adjustment could disturb domestic credit conditions.
24
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A Sraffian interpretation of classical monetary controversies
The former debates resulted in very different insights on the way a central bank should conduct its policies. Two goals of monetary policy were
advanced by classical authors: to preserve the stability of the value of the currency,
through the maintenance of convertibility between paper money and gold
at a fixed exchange rate,25 and to guarantee financial stability, through the
Bank’s role as a lender of last resort. ‘Real’ goals such as full employment
or economic growth were excluded due to their adherence to Say’s Law.
As to the question of whether these policy goals were mutually compatible,
the currency proponents believed that both problems could be simultaneously addressed with a strict rule for money creation: to assimilate the
functioning of a paper money economy to a purely metallic circulation
where the amount of money in circulation follows the pace of the balance
of payments, through the implementation of a ‘currency board’. From this
perspective, the central bank’s role as a lender of last resort should be
eliminated, on the belief that ‘The only disturbances in the money market,
which the directors of the Bank of England have any power to correct, are
those which their own mismanagement of the currency creates’ (Torrens
1837, 44). In contrast, for the banking school the central bank should
smooth the short-term fluctuations in the sphere of circulation through
the administration of its foreign exchange reserves; the impact of gold
inflows and outflows could be absorbed by the bullion in the coffers of the
Bank, without affecting internal circulation and domestic economic activity or prices. Moreover, the monetary authority should attempt to counterbalance shocks on the public confidence which tend to constrain credit
supply. In order to pursue such functions, the division of the Bank’s
departments, far from helping, contributed to increase the fragility of the
system. With the banking reform, the Bank did not gain anything and lost
the control of the rate of interest, another key policy instrument. Moreover, when Peel’s Act forced the banking department of the Bank of England to behave as a standard commercial bank, it eliminated the
countercyclical logic of the Bank’s credit policy.
Finally, it is difficult to decide which side of this dispute emerged as the
winner on policy grounds. After all, as Hicks (1967, 167–8) expresses,
though the Bank Charter of 1844 de jure represented the victory of the
currency school standpoint, the contemporary growth of central banks
25 Strictly speaking, the objective of early central banks was not to ensure the stability of the purchasing power of the currency in terms of ‘commodities’, but in
terms of the precious metal employed as the standard. Only if the value of precious metals in terms of commodities, which was beyond policy control,
remained stable, would the maintenance of a fixed parity with gold or silver
and the stability of the general price level be one and the same thing.
25
Germ
a n D. Feldman
around Europe and the de facto administration of Britain’s monetary policy by the banking department of the Bank of England implied the triumph of the banking school position. Moreover, the proliferation of
cheques as means of payments after the Bank reform confirmed that
money supply responded endogenously to the system’s demand for
liquidity.
Downloaded by [Germán Feldman] at 09:45 18 September 2013
Acknowledgements
A preliminary version of this paper was presented at the 15th Conference
of the European Society for the History of Economic Thought -ESHET-,
Istanbul, 19–21 May 2011. I am grateful to Bertram Schefold, Maria Cristina Marcuzzo, Carlo Panico and two anonymous referees for helpful comments and suggestions. The usual disclaimer applies.
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Abstract
The aim of this paper is to explore the contrasting views of inflation,
exchange rate misalignments and determinants of gold flows held by different branches of the classical school during the first half of the nineteenth century. The properties of money neutrality and money
endogeneity within the classical system are studied by reinterpreting these
controversies through the analytical framework of the surplus approach as
reconstructed by Sraffa [Production of Commodities by Means of Commodities.
Cambridge: Cambridge University Press, 1960] and his followers.
Keywords
Banking school, classical economics, currency principle, gold standard,
law of reflux
JEL Classifications: B12, E31, E42
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