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The Representative Consumer Concept and Inequality

Bibliographic Data

ID9720816
AuthorsPanos Pashardes (corresponding author)
Year1982
Volume49
Issue196
Pages461
Publication date1982-11-01
Open AccessNo
TypeARTICLE
VenueEconomica (JOURNAL)
Journal identifiersISSN: 0013-0427 • E-ISSN: 1468-0335
PublisherJSTOR (PUBLISHER)
DOI10.2307/2552965
OpenAlexW2044387635
LanguageEN
References cited6

One of the most important recent developments in the theory of consumer behaviour has been the constructive approach to the problem of consistent transition from the microeconomics of consumer behaviour to the analysis of market demand, a problem referred to as the problem. Earlier economists opt for an escape from this problem by assuming that for each good all consumers have the same marginal propensity to consume, a condition that Gorman (1953) proves necessary and sufficient for consistent linear aggregation. Gorman's solution, however, is very restrictive: it implies that all Engel curves are linear. This assumption contradicts most empirical evidence on cross-section consumer demand and has prompted some economists to search for less restrictive (nonlinear) demand systems which satisfy the requirements for consistent aggregation. Pearce (1964) and Diewert (1974) report successes in this field, but the first systematic treatment of the problem of aggregation in a system of nonlinear Engel curves is found in the Generalised Linear (GL) model, which is due to Muellbauer (1975, 1976). The basic feature of the GL demand system is that the effect of budget (re-)distribution on the structure of aggregate demand is taken explicitly into account through the notion of the consumer (i.e. the consumer whose budget shares are identical to the shares of commodities in market demand). The following section presents a simple diagram illustrating the principle on the basis of which the GL system tackles the problem of aggregation. Section II examines the properties and welfare implications of the inequality index that underlines the representative consumer approach, and Section III concludes the paper

Economics · Inequality · Mathematical analysis · Consumer Market Behavior and Pricing · Economic theories and models · Economics of Agriculture and Food Markets · Mathematics

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  • On the measurement of inequality

    Open Access•Anthony B Atkinson•Journal of Economic Theory•1970

  • Unequal inequalities. I

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    R G D Allen, I F Pearce•The Economic Journal•1965

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    Hugh Dalton•The Economic Journal•1920

  • On Economic Inequality

    Amartya Sen, James E Foster et al.•On economic inequality•1973

Highly citedNo

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