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Marx, Sraffa and Classical Price Theory

Bibliographic Data

ID11697357
AuthorsAnwar Shaikh (0000-0001-7225-1712, New School for Social Research , New York, corresponding author)
Year2022
Volume41
Issue1
Pages58-76
Publication date2022-05-03
Open AccessYes
TypeARTICLE
VenueContributions to Political Economy (JOURNAL)
Journal identifiersISSN: 0277-5921 • E-ISSN: 1464-3588
PublisherOxford University Press (OUP) (PUBLISHER)
DOI10.1093/cpe/bzac007
OpenAlexW4229010875
LanguageEN
References cited29

Five major propositions in classical price theory are discussed. First, Marx explicitly follows Smith’s analytical starting point to show that prices differ from labor values not because of competition or capitalist relations (wages and profits), but only when the latter interact with intersectoral capital–labor differences. Second, Okishio, Morishima and others long ago demonstrated that Marx’s transformation procedure was an iterative process, and Marx himself refers to a ‘standard’ industry immune to this process. Third, Sraffa correctly argues, in favor of Marx, that empirical economic aggregates are essentially the same in prices and values. Fourth, as matrix size increases the subdominant eigenvalues of IO matrices approach a smooth limiting curve, so contrary to Bródy, the first step in any price or quantity iterative process (such as Marx’s) does not become increasingly exact. Finally, Sraffa prices in large US matrices are overwhelmingly simple and extremely well approximated by Bienenfeld’s quadratic form

Capital (architecture · Economics · Mathematical economics · Neoclassical economics · Prices of production · Quadratic equation · Simple (philosophy · Economic theories and models · Economic Theory and Policy · Mathematics · Political Economy and Marxism · Philosophy

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Highly citedNo

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