96 <strong>Piero</strong> <strong>Sraffa</strong>consumption goods), we go on to models concerning both exchangeand production. In the latter case, endowments include productiveresources; the relationship between endowments and consumers’preferences is mediated by productive activity, which comes into playside by side with exchange and consumption activities. Three groupsof givens are here considered: preferences of economic agents, initialendowments and technical knowledge. This basic model can then befurther extended when produced means of production are includedamong the initial endowments, and it is recognised that they can beincreased in amount over time through an accumulation process,the pace of which depends on investment decisions on the part ofeconomic agents.Thus, <strong>Sraffa</strong> is pointing to central features of the marginalist approachwhen referring, in the very first lines of his book (<strong>Sraffa</strong> 1960: v) to ‘anyoneaccustomed to think in terms of the equilibrium between supplyand demand’, as well as when referring, at the end of his book (<strong>Sraffa</strong>1960: 93), to ‘a one-way avenue that leads from “Factors of production”to “Consumption goods”’.These central characteristics hold whatever variety of marginalismwe consider. Scarce endowments and final consumption (or satisfactionof the needs and desires of economic agents) are confronted andconnected by market mechanisms acting in such a way as to bring outa balance between the two opposite sides, so that for each commoditysupply is equal to demand. Differences in specification of this basicscheme may be seen, for instance, in the extent of the role attributed tothe subjective element, which may underlie the demand side alone, orthe supply side as well, as in Jevons’s analysis of the producer’s equilibrium,based on the disutility of working, or in Wicksteed’s opportunitycost approach. Other differences are to be found in the specification ofthe original resources: either a detailed list of commodities in generalequilibrium models, or the usual textbook list of ‘factors of production’– land, labour and capital. In the latter case income distributionbetween rent, wages and profits 1 is not conceived as a separate issue,but as an aspect of the general question of value, with distributivevariables being simply the prices of a particular kind of commodities,namely the ‘factors of production’. Still other differences may emerge inaggregation (for instance, with the use of the category of ‘industries’ as1Traditional marginalist terminology uses interest and rate of interest instead ofprofit and rate of profits, as utilised by the classical economists and <strong>Sraffa</strong>. Herewe follow <strong>Sraffa</strong>’s terminology.Critique of the Marginalist Approach 97intermediate entities between the individual producer and the economyas a whole), or the way of dealing with the element of time (as we shallsee in § 6.2 below when dealing with the notion of the average periodof production).Now, it is obvious that no critique can have direct and immediate applicationto all varieties of marginalist theory. Notwithstanding, as we shallendeavour to show, <strong>Sraffa</strong>’s analysis can be attributed with general impacton the marginalist approach as a whole. Indeed, unless it is defined insuch general terms (as in Debreu’s axiomatic general equilibrium model)as to be inapplicable to the interpretation of any real issue, 2 then <strong>Sraffa</strong>’scriticism, suitably modified, will apply. This is due to the very basicstructure of the marginalist approach, where original resources are takenas given, unlike the classical approach, which represents ‘the system ofproduction and consumption as a circular flow’ (<strong>Sraffa</strong> 1960: 93).Clearly, economic theories, even when utilising axiomatic analysis,should not be conceived in terms of purely formal structure, but as asubstantive attempt to understand reality. This implies, among otherthings, that the assumptions on which the analysis is based be realisticallyevaluated. Of course, any theory requires abstraction; the point tobe considered is whether the specific abstractions involved (for instance,the idea of a single price for each commodity, or that of a uniform rateof profits), though far from being perfectly and systematically realised,are admissible simplifications for the purposes of the specific analysisunder consideration. This requires, among other things, that, whenevera main feature of the model utilised in our analysis simplifies away thecomplexities of the real world, such complexities can be introducedin our model as successive approximations which do not overturn theanalytical results of the first-approximation analysis. For instance, theaggregate income multiplier in its simplest form is based on the assumptionof a closed system, with no external trade, and no governmentsector; but a generalised multiplier can easily be constructed withoutsubstantive modifications to the results of our first-approximationtheory. On the contrary, generalisations of one-commodity modelsinto multi-commodity models imply drastic changes in the analyticalresults; for instance, the monotonically inverse relation between the2In particular, in general equilibrium models the idea of a uniform rate of profitsis ruled out: competition only concerns the formation of a single price for eachcommodity. The only ‘policy’ result that can be derived from general equilibriummodels is how specific and unrealistic the theoretical conditions are for the fulland general validity of the idea of the ‘invisible hand of the market’.
98 <strong>Piero</strong> <strong>Sraffa</strong>rate of profits (the price of the factor of production capital) and the‘quantity of capital’ per worker no longer holds, as we shall see below.Secondly, the theory must provide some results in terms of delimitingthe scope of possible events. For instance, as we have seen earlierin Chapter 4, <strong>Sraffa</strong>’s analysis brings out the distinction between basicand non-basic products with a number of interesting implications.Conversely, general equilibrium analysis, notwithstanding certain veryrestrictive assumptions (such as the convexity of production sets), doesnot provide definite results: we can have multiple equilibria (which ruleout comparative static analysis), instability (which rules out the ‘invisiblehand of the market’ thesis, together with the possibility of indicatingthe direction of change whenever there is a change in endowments,preferences or technology) and even no univocal relationship betweenthe available quantity of individual original resources and their price(Montesano 1995). As a matter of fact, whenever the so-called ‘generalequilibrium models’ are employed to say something about specific featuresof the real world, new restrictions are introduced within the model(a one-commodity world, a single representative agent, and so on) inorder to obtain some definite results. 3Axiomatic general equilibrium analysis is in itself wholly abstract:apparent reference to reality is only provided by the names attributedto the mathematical entities considered (goods, prices and so on).However, a meaning can be attributed to such entities only in the contextof the specific rules of the game being considered in the model,in connection to the set of assumptions adopted. All too often, theaxiomatic nature of the analysis is used as a pretext to avoid enteringinto any discussion about the nature of the assumptions adopted andtheir relationship with the real world; but then, there is no justificationfor adopting a set of ‘real’ names (namely, terms referring to actual economicentities). Thus, in Debreu’s (1959) general equilibrium analysisthere is no reason not to speak of angels (or demons, or avatars) insteadof economic agents, and of souls to be saved or damned (to lower orhigher circles of hell or paradise depending on the evaluations of theangels themselves) instead of commodities.3This is, for instance, the common practice with the ‘new Keynesian’ models,which purport to prove results with a strong appeal to common sense, underuntenable simplifying assumptions. In this case it is the plausibility of the resultswhich subtly stimulates acceptance of the theory rather than the other wayround, as should be the case when the theory is used to enhance our understandingof the world, rather than as a display of personal ability on the part of thetheoretician.Critique of the Marginalist Approach 99<strong>Sraffa</strong>’s criticisms concern, in various ways, the main attempts atbuilding marginalist theories aiming at robust results in interpretationof the real-world economy. Such is the case of the Marshallian theoryof the firm and the industry, in the 1925, 1926 and 1930 articles; suchis the case of the Austrian theory, based on the average period of production,in Chapter 6 of the 1960 book; and, more generally, such isthe case for all theories interpreting ‘capital’ as a ‘factor of production’the demand for which is inversely related to its price (Chapter 12 of his1960 book). In the following sections of this chapter we shall brieflyillustrate the latter criticisms, the case of the Marshallian theory ofthe firm and the industry having been considered already (§§ 1.3–1.5).Viewed in its general outline, <strong>Sraffa</strong>’s point is that the marginalistrepresentation of the economy encounters difficulties because we areconfronted with a multi-commodity world in which ‘capital’ cannot beconceived, together with natural resources, as part of the given data ofthe problem.6.2 Critique of the Austrian theoryAs we have seen, <strong>Sraffa</strong>’s 1960 book provides not only a theory ofprices of production within the framework of the classical conceptionof the economic system but also the tools for a radical critique of thetraditional marginalist theory of value, aiming at its very foundations.In this respect we can focus our attention on two chapters: the sixth,on the average period of production, will be considered in this section,while the final, twelfth chapter, on the choice of techniques, will bediscussed in the next section.The concept of the average period of production was first proposedby Jevons (1879, Chapter 7), to be later taken up and developed withinAustrian marginalist theory, and in particular by Böhm-Bawerk (1889),as a measure of the capital intensity of production. 4 Capital is hereinterpreted as ‘waiting’, measured in terms of time, and more preciselyas the length of the average period of time between the employment of(direct and indirect) inputs of labour and the completion of the processof production.In order to compute the average period of production, each commodityinput in the production process is substituted by the labour4Cf. Böhm-Bawerk (1889). An attempt of the same sort was undertaken byWicksell (1893). Subsequently, however, Wicksell (1901) recognised the imperfectionsof his attempts.
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Piero SraffaAlessandro Roncaglia
- Page 3 and 4: ContentsList of FiguresIntroduction
- Page 5 and 6: Introduction ixWith this degree of
- Page 7 and 8: 2 Piero Sraffa(1874-1961), professo
- Page 9 and 10: 6 Piero Sraffarevaluation of the li
- Page 11 and 12: 10 Piero Sraffaadministration of th
- Page 13 and 14: 14 Piero Sraffa1.4 Imperfect compet
- Page 15: 18 Piero SraffaIn many fields of ec
- Page 18 and 19: 24 Piero SraffaAn Italian in Cambri
- Page 20 and 21: 28 Piero Sraffanot something fixed,
- Page 22 and 23: 32 Piero Sraffamonetary factors on
- Page 24 and 25: 36 Piero Sraffapartnered in his lab
- Page 26 and 27: 40 Piero SraffaActually, there was
- Page 28 and 29: 44 Piero Sraffadistribution of the
- Page 30 and 31: 48 Piero SraffaLet us recall at thi
- Page 32 and 33: 52 Piero Sraffathe other hand, the
- Page 34 and 35: 56 Piero Sraffaof production. 24 Bu
- Page 36 and 37: 4Basic and Non-Basic Products4.1 Ba
- Page 38 and 39: 64 Piero SraffaA line of argument s
- Page 40 and 41: 68 Piero Sraffathe system stemming
- Page 42 and 43: 72 Piero Sraffaplan that would yiel
- Page 44 and 45: 76 Piero Sraffaproduced less quanti
- Page 46 and 47: 80 Piero Sraffaterms of labour comm
- Page 48 and 49: 84 Piero Sraffaof value is, and mus
- Page 50 and 51: 88 Piero Sraffabeing invariant to c
- Page 52 and 53: 92 Piero Sraffa(variable plus const
- Page 56 and 57: 100 Piero Sraffadirectly required f
- Page 58 and 59: 104 Piero Sraffaproduction’ (iden
- Page 60 and 61: 108 Piero SraffaCritique of the Mar
- Page 62 and 63: 112 Piero SraffaThe growing remoten
- Page 64 and 65: 116 Piero Sraffareturns: Sraffa’s
- Page 66 and 67: 120 Piero SraffaFurthermore, the cl
- Page 68 and 69: 124 Piero SraffaIn this way the pro
- Page 70 and 71: 128 Piero SraffaSraffa raised again
- Page 72 and 73: 132 Piero Sraffaconnected, but can
- Page 74 and 75: 136 Piero SraffaThe bridge between
- Page 76 and 77: 140 Piero SraffaSraffa’s work for
- Page 78 and 79: 144 Piero SraffaThis debate is stil
- Page 80 and 81: 148 Piero SraffaObviously the ‘Ma
- Page 82 and 83: 152 Piero SraffaIn comparison to th
- Page 84 and 85: 156 Piero Sraffaof the path actuall
- Page 86 and 87: 160 Piero SraffaHowever, this const
- Page 88 and 89: 164 ReferencesReferences 165——
- Page 90 and 91: 168 ReferencesReferences 169Levhari
- Page 92 and 93: 172 ReferencesReferences 173——
- Page 94 and 95: 176 ReferencesReferences 177——
- Page 96: 180 IndexIndex 181Marx K., 10, 29,