ENGLISH

The Marginal Productivity Theory of Distribution: A Critical History

Book information

Publisher
Routledge
Year
2009
ISBN
9781134010899, 1134010893
Language
english
Format
PDF
Filesize
937 kB (959472 bytes)
Pages
224\298
Time added
2021-08-15 14:53:02

Description

The Marginal Productivity Theory of Distribution (MPTD) claims that in a free-market economy the demand for a factor of production will depend upon its marginal product – where "marginal product" is defined as the change in total product that is caused by, or that follows, the addition or subtraction of the marginal unit of the factor used in the production process, with all other inputs held constant. From its inception in the early nineteenth century the MPTD has been claimed by some economists to be a solution to the ethical problem of distributive justice, i.e. to be a means of determining fairness in wages, profits, interest and rent. Other economists have rejected this ethical claim, but have seen the MPTD as a valid demand-side criterion in the determination of equilibrium and efficiency. This book argues that the MPTD is valid, neither as a normative theory of social justice, nor as a positive law of economics. It suggests that economics is yet to develop a satisfactory theory of distribution that is scientific in the quantitative or mathematical sense. Through a survey of the origin and subsequent evolution of the MPTD in the writings of over 50 contributors over 150 years, John Pullen presents a critical history of the concept. The book begins by examining the conceptual tools that have been deployed to facilitate this analysis of past contributions to the MPTD and then looks at various economists and their contribution to the debate including its supporters such as Wicksteed, Marshall, Wicksell and Stigler, and its critics such as Pareto, Hobson, Edgeworth, Adriance and Cassel. Routledge Advances in Heterodox Economics Contents Acknowledgements Introduction The main criticisms 1 Basic concepts 2 Forerunners and founders W. Petty (1623–1687), T.R. Malthus (1766–1834), M. Longfield (1802–1884) and I. Butt (1813–1879) J.H. von Thünen (1783–1850) C. Menger (1840–1921) F. von Wieser (1851–1926) A. Marshall (1842–1924) P. Wicksteed (1844–1927) A.W. Flux (1867–1942) V. Pareto (1848–1923) L. Walras (1834–1910) K. Wicksell (1851–1926) S. Webb (1859–1947) J.B. Clark (1847–1938) 3 Followers and critics, 1900–1920 J.A. Hobson (1858–1940) T.N. Carver (1865–1961) F.Y. Edgeworth (1845–1926) S.J. Chapman (1871–1951) H.J. Davenport (1861–1931) F.W. Taussig (1859–1940) W.M. Adriance (1878–1957) 4 Followers and critics, 1920 to 1940 G. Cassel (1866–1945) F.M. Taylor (1855–1932) F. Knight (1885–1972) J.M. Clark (1884–1963) P. Sraffa (1898–1983) M.H. Dobb (1900–1976) D.H. Robertson (1890–1963) J.R. Hicks (1904–1989) P.H. Douglas (1892–1976) J.M. Keynes (1883–1946) R.A. Lester (1908–1997) and F. Machlup (1928–1983) E.H. Chamberlin (1899–1967) L.M. Fraser (d. 1963) 5 Followers and critics after 1940 N. Kaldor (1908–1986) M. Bronfenbrenner (1914–1997) Joan Robinson (1903–1983) Y-K. Ng (b. 1942) S. Weintraub (1914–1983) E.J. Nell (b. 1935) H.G. Johnson (1923–1977) M. Blaug (b. 1925) 6 Summary of the main themes Monocausality, multicausality and disentanglement Imputation of factor rewards by means of simultaneous equations The adding-up (or exhaustion-of-product) problem and the use of Euler’s theorem Circularity and the measurement of capital Social and political implications 7 Miscellaneous considerations The Clarkian and the positivist meanings of MPL Calculation of fully net marginal products: the allocation of fixed or overhead costs The MPTD and exploitation An equitable-by-chance outcome The MPTD, the labour theory of value and the law of diminishing returns The MPTD and the indivisibility of inputs The MPTD and supply-side considerations The MPTD, the MC = MR rule and the true marginal cost 8 The normative language of the non-normative MPTD 9 General conclusion: neither normative nor positive Appendix A W.S. Jevons (1835–1882) and the MPTD Appendix B Marshall’s concept of net marginal product: fully net or partially net? Appendix C Wicksteed’s recantation Notes References Index

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