We represent quasi-linear preferences by the dual measure of consumer surplus, and investigate demand and the associated optimal pricing. In particular, we discuss substitutability with respect to the outside commodity, deriving a Slutsky-like decomposition of the price effects. We use our results to show that commodities with larger outside substitutability have smaller optimal Lerner indexes, and that Ramsey prices are always proportional to marginal costs only if preferences are fully homothetic.

Bertoletti, P. (2018). A note on Ramsey pricing and the structure of preferences. JOURNAL OF MATHEMATICAL ECONOMICS, 76, 45-51 [10.1016/j.jmateco.2018.03.001].

A note on Ramsey pricing and the structure of preferences

Bertoletti, P
2018

Abstract

We represent quasi-linear preferences by the dual measure of consumer surplus, and investigate demand and the associated optimal pricing. In particular, we discuss substitutability with respect to the outside commodity, deriving a Slutsky-like decomposition of the price effects. We use our results to show that commodities with larger outside substitutability have smaller optimal Lerner indexes, and that Ramsey prices are always proportional to marginal costs only if preferences are fully homothetic.
Articolo in rivista - Articolo scientifico
Consumer surplus; Outside substitutability; Ramsey pricing;
English
2018
76
45
51
reserved
Bertoletti, P. (2018). A note on Ramsey pricing and the structure of preferences. JOURNAL OF MATHEMATICAL ECONOMICS, 76, 45-51 [10.1016/j.jmateco.2018.03.001].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/244215
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