Monopoly with Incomplete Information.¶
Maskin, E., & Riley, J. (1984). Monopoly with Incomplete Information. RAND Journal of Economics, 171-196.
Cited by¶
2 citations across 2 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Price Discrimination
- The modern formal treatment of second-degree price discrimination comes from Michael Mussa and Sherwin Rosen's 1978 Journal of Economic Theory paper Monopoly and Product Quality, and Eric Maskin and John Riley's 1984 RAND Journal paper Monopoly with Incomplete Information, which solved the menu-design problem and derived the characteristic downward-distortion result.
This sourceContinuous-type screening with quantity-differentiated goods; the companion to Mussa-Rosen for second-degree price discrimination.
Supported in partVerified against the publisher's abstract
The abstract confirms a monopolist's optimal nonlinear pricing (quantity discounts) under asymmetric information, but not priority or the downward-distortion clause.
“The main contribution is to show that, under a separability assumption, strong conclusions can be drawn about the nature of optimal incentive schemes. Although the primary focus is on optimal quantity discounts in a monopolized market, the results also shed light on related topics, such as optimal income taxation and commodity bundling.”
- The modern formal treatment of second-degree price discrimination comes from Michael Mussa and Sherwin Rosen's 1978 Journal of Economic Theory paper Monopoly and Product Quality, and Eric Maskin and John Riley's 1984 RAND Journal paper Monopoly with Incomplete Information, which solved the menu-design problem and derived the characteristic downward-distortion result.
- Screening
- The theory has been developed for continuous type distributions (Mirrlees 1971 for optimal income taxation; Mussa-Rosen 1978 for quality discrimination; Maskin-Riley 1984
This sourceContinuous-type screening with quantity-differentiated goods; the companion to Mussa-Rosen for second-degree price discrimination.
- The theory has been developed for continuous type distributions (Mirrlees 1971 for optimal income taxation; Mussa-Rosen 1978 for quality discrimination; Maskin-Riley 1984
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