Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

The Coase Conjecture When the Monopolist and Customers Have Different Discount Rates

View through CrossRef
Abstract One of the most famous and outstanding formalizations of the Coase Conjecture is that by Gul, Sonnenschein, & Wilson (1986). A peculiarity of their model—as well as nearly all other examinations of the Coase Conjecture, including that by Coase himself—is that it assumes that the monopolist and customers have the same discount rate. I reexamine their model, while relaxing this restriction. Gul, Sonnenschein, and Wilson show that, if the (common) discount rate of the monopolist and customers approaches one, then the Coase Conjecture follows. I show that one only needs the discount rate of the customers to approach one for this to be true. I also show a second result: If the customers’ discount rate is fixed at a value less than one while the monopolist’s discount rate approaches one, then the Coase Conjecture is guaranteed not to follow. (JEL: C7, C79, D7, D72)
Research Square Platform LLC
Title: The Coase Conjecture When the Monopolist and Customers Have Different Discount Rates
Description:
Abstract One of the most famous and outstanding formalizations of the Coase Conjecture is that by Gul, Sonnenschein, & Wilson (1986).
A peculiarity of their model—as well as nearly all other examinations of the Coase Conjecture, including that by Coase himself—is that it assumes that the monopolist and customers have the same discount rate.
I reexamine their model, while relaxing this restriction.
Gul, Sonnenschein, and Wilson show that, if the (common) discount rate of the monopolist and customers approaches one, then the Coase Conjecture follows.
I show that one only needs the discount rate of the customers to approach one for this to be true.
I also show a second result: If the customers’ discount rate is fixed at a value less than one while the monopolist’s discount rate approaches one, then the Coase Conjecture is guaranteed not to follow.
(JEL: C7, C79, D7, D72).

Related Results

Disproving the Coase Theorem?
Disproving the Coase Theorem?
This essay explores the detailed argument of the Coase Theorem, as found in Ronald Coase's The Problem of Social Cost and subsequently defended by Coase in The Firm, the Market, an...
AI and the Nature of the Firm
AI and the Nature of the Firm
Artificial intelligence is a horizontal general-purpose technology that restructures the cost functions of every knowledge-intensive industry simultaneously. We develop a unified C...
Radio Spectrum and the Disruptive Clarity of Ronald Coase
Radio Spectrum and the Disruptive Clarity of Ronald Coase
In the Federal Communications Commission, Ronald Coase exposed deep foundations via normative argument buttressed by astute historical observation. The government controlled scarce...
Roots of the Conjecture
Roots of the Conjecture
What is conjecture? I suggest the following answer: conjecture (is) investigation on and about the past, (is) prediction, (is) retroduction, (is) suspicion, supposition, (is) inven...
Macroeconomic and Social Precursors of Suicide Rates in the Philippines: A Quantitative Analysis (Preprint)
Macroeconomic and Social Precursors of Suicide Rates in the Philippines: A Quantitative Analysis (Preprint)
BACKGROUND Suicide is a complex, serious and multifaceted public health issue that poses significant challenges to societies worldwide. In fact, it represen...
Étude de la conjecture de Seymour sur le second voisinage
Étude de la conjecture de Seymour sur le second voisinage
Soit D un digraphe simple (sans cycle orienté de longueur 2 ). En 1990, P. Seymour a conjecturé que D a un sommet v avec un second voisinage extérieur au moins aussi grand que son ...
Corporate Discount Rates
Corporate Discount Rates
Standard theory implies that the discount rates used by firms in investment decisions (i.e., their required returns to capital) determine investment and transmit financial shocks t...
Borel Conjecture, dual Borel Conjecture, and other variants of the Borel Conjecture
Borel Conjecture, dual Borel Conjecture, and other variants of the Borel Conjecture
This survey article is about the Borel Conjecture and several variants (which are inspired by the Galvin-Mycielski-Solovay characterization of strong measure zero) such as the dual...

Back to Top