Two Extensions of Consumer Surplus

22 Pages Posted: 4 Jan 2019 Last revised: 28 Jul 2021

See all articles by Luis C. Corchón

Luis C. Corchón

Charles III University of Madrid - Department of Economics

Ramón J. Torregrosa

University of Salamanca - Department of Economics and Economic History

Date Written: July 19, 2020

Abstract

We study consumer surplus in a single market when a) there is a lower bound in the consumption of the outside good and b) the weights in the social welfare function given to consumers and firms are different. We assume quasilinear utility. When the lower bound constraint on the consumption of the outside good is binding, income effects arise in demand. In some cases, Cournot equilibrium output is below equilibrium output without this constraint because the constraint makes demand less elastic. When the weights given to consumers and firms are not identical, social welfare is not necessarily concave and profits might be negative at the unrestricted optimum. We characterize social welfare optimum with a bound on maximum losses in a class of utility functions. We offer a
formula to find the percentage of welfare losses due to oligopoly in this case.


Keywords: Consumer surplus, monopoly, different weights, non negativity

JEL Classification: D12, D42, D61

Suggested Citation

Corchón Diaz, Luis Carlos and Torregrosa, Ramón J., Two Extensions of Consumer Surplus (July 19, 2020). Available at SSRN: https://ssrn.com/abstract=3305094 or http://dx.doi.org/10.2139/ssrn.3305094

Luis Carlos Corchón Diaz (Contact Author)

Charles III University of Madrid - Department of Economics ( email )

Calle Madrid 126
Getafe, 28903
Spain

Ramón J. Torregrosa

University of Salamanca - Department of Economics and Economic History ( email )

Salamanca, 37008
Spain

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