Legal Restrictions on Exploitation of the Patent Monopoly: an Economic Analysis

Total Page:16

File Type:pdf, Size:1020Kb

Legal Restrictions on Exploitation of the Patent Monopoly: an Economic Analysis The Yale Law Journal Volume 76, No. 2, December 1966 Legal Restrictions on Exploitation of the Patent Monopoly: An Economic Analysis William F. Baxter* I. A Frame of Reference The patent laws confer on a patentee power to exclude all others from making, using or selling his invention.' In furtherance of a con- stitutionally recognized goal-"To promote the Progress of Science and the useful Arts"-Congress has thus adopted a constitutionally authorized means--"securing... to Inventors the exclusive Right to their respective . Discoveries."2 The constitutional clause is re- markable in several respects. Its recognition of the possibility that invention might require encouragement implies not only that techno- logical innovation is desirable but also that, but for legal subsidization, the quantity of innovation forthcoming would or might be less than optimum. This recognition, coming on the morn of an era during which the tendency of a free market to achieve optimality in all activ- ities was greatly and religiously overestimated, 3 prompts brief inquiry into the soundness of the supposition. Several considerations support the view that the market would yield less than optimum innovative activity.4 Invention consists primarily of knowledge; and he whose research, experimentation and insight has * Professor of Law, Stanford University. A.B. 1951, LLB. 1956, Stanford University. 1. 35 U.S.C. § 154 (1964). 2. US. CoNsr. art.I, § 8. 3. Cf. JAFFE, A m mTr LAw, CASES AND MATERus 3-8 (1954). 4. See, e.g., Arrow, Economic Welfare and the Allocation of Resources For Invention, in THE RATE AND DIRECTION or INVENTIVE Acrrvry: ECONOMIC AND SOCIAL FAcTOrtS 609 (1962); Machiup, An Economic Review of the Patent System, Study #15 of the Sub. committee on Patents, Trademarks and Copyrights of the Committee on the Judiciary of the U.S. Senate, 85th Cong., 2d Sess. 58-62 (1958) [hereinafter cited as Machiup, Study #15]. 267 The Yale Law Journal Vol. 76: 267, 1966 created it has no obvious means of appropriating it to his own reward. It is fruitless unless used, but any extensive use virtually assures dis- closure and, in time, equal availability to all. As a form of economic activity, invention is attended by much risk even apart from the prob- lem of appropriation, and difficulty of appropriation greatly increases the economic risk. A man debating whether to commit his resources to manufacturing shoes can estimate with tolerable accuracy both how many shoes he can produce in a month and their worth upon com- pletion. If, alternatively, he considers committing those resources to the process of innovation, he can have little confidence in either the quantity of his informational output or its worth when and if pro- duced. A production process characterized by highly uncertain outputs as a function of given inputs will generally attract less than optimum inputs.' For these reasons innovative activity is subsidized in some way and to some extent in almost all advanced economies.0 But to conclude that some subsidization is appropriate is a very short step down the road to firm conclusions about "how" and "how much." This paper is addressed principally to issues raised by the question: "how"; the very little that can be said on the question: "how much," is best said immediately. In the abstract, the criterion for how much subsidy is appropriate is simply stated. Innovative activity should be subsidized as much and no more than is necessary to attract to that activity those inputs which, if invested in any other activity, would yield a product of lesser social value. 7 Market forces can generally be relied upon in areas where no substantial disparity exists between private and social value of either inputs and outputs. Private investment will be attracted to activities in which the private value of output most exceeds private cost of in- puts; and if social and private valuations are comparable, activities with outputs of high social value will not be neglected. The input costs of innovation, both privately and socially valued, are often very large and so too is the social value of its outputs. But the private value of innovative output, if left to be determined by market forces, would usually be small because of unappropriability. Hence private investment in innovation would stop at the point where the next private dollar invested would yield greater private gains if 5. Arrow, supra note 4, at 610-14. 6. WHITE & RAVENSCROFT, PATENTS THROUGHOUT THE WORLD (2d ed. 1944). 7. This is the classic economic criterion for optimal allocation. See, e.g., IBouLDINo, ECONOminc ANALYSIS 168-72 (3d ed. 1955). 268 Patent Monopoly invested elsewhere. Yet the social value of additional innovative out- put, being greater than its private value, would exceed the social value of the output to which investment had been diverted. Corrective diversion of investment from other activities to innovation is desirable because the social value of output gained thereby exceeds that of the outputs lost. That corrective diversion can be accomplished by subsidy. Though subsidy is thus shown to be desirable, the question of how much subsidy is desirable could only be answered by a controlled experiment that would permit measurement of the social value of innovative output and of unsubsidized alternative outputs at each of a series of subsidy levels. Any such experiment is well beyond the reach of present techniques.8 Implicit in the assertion that there is an optimum amount of sub- sidization and that it cannot be determined with any precision is the further assertion that the present amount probably is somewhat too large or too small. Consequently the resources presently being devoted to innovation probably are somewhat too large or too small. The fact that we may already be devoting too many resources to innovation seems worth emphasis because so many commentators accept as abso- lute truth the contrary assumption that additional encouragement of research, or at least the present amount of encouragement, is desirable. 9 That too many resources could be, and perhaps are being, devoted to innovation becomes obvious once it is noted that total resources available are not infinite and that there are competing activities of great social utility to which resources would move if the subsidy for innovative activity were decreased. If fewer hours of highly skilled manpower and lesser quantities of expensive equipment were devoted to innovation, as a society we could have more medical care, education, housing and police protection, just to give a few examples. This would be true even if the output of innovative activity were directly pro- portionate to input at all levels of input; but presumably the law of diminishing returns applies with as much validity to innovative activ- ity as to other activities. The now frequent example of simultaneous 8. Machiup, Study #15, at 60-62. 9. This is true not only of pro-patent writers from whom the assumption might be expected, see, e.g., Frost, The Patent System and the Modern Economy, Study #2 of the Subcommittee on Patents, Trademarks and Copyrights of the Committee on the Judiciary of the U.S. Senate, 84th Cong., 2d Sess. 1-20 (1957), but also from anti-patent writers who are forced by the assumption into the position that the patent s~stem does not significantly encourage innovative activity and does have undesirable side effects. See, e.g., Kahn, Deficiencies of American Patent Law, 30 Am. EcoN. REv. 475 (1940). 269 The Yale Law Journal Vol. 76: 267, 1966 independent discovery of some new process or product is an illustra- tion of diminishing returns. 10 As is implied in the foregoing paragraphs, subsidization by direct payments from tax revenues and subsidization by conferral of a legal monopoly are analogous from the standpoint of their capacity to in- crease, and perhaps to increase too much, the flow of resources to in- novative activity. One might argue that over-investment in innova- tion could not be induced by the monopoly approach. That argument would run as follows. Conferral on the inventor of a monopoly over his invention is a direct attack on the problem of unappropriability and thus tends to equalize the private and social values of the invention. Resource alloca- tion to innovation approximating the optimum would result if in- ventors were granted a total and permanent monopoly over their in- ventions. The inventor could then garner from all who wished to use it the value of his invention in each context in which it was useful, and its private value to the inventor would equal its utility to society. Since no prospective user could be induced to pay more than the value of the invention to that user, private value to the inventor could never exceed social value; and over-investment in innovation would not occur. The argument is unsound because it fails to take into account in- direct costs not borne by the inventor that the monopoly device im- poses on society. These costs diminish the net social value of the invention and upset the private value-social value equation. One of these indirect costs is the following: The monopoly over the inven- tion decreases the incentives of innovators other than the initial pat- entee to engage in further research within the field covered by the monopoly. For any improvement discovered will be subservient to the initial patent and useless in the hands of anyone but the initial patent holder; and in dealing with the initial patent holder the subsequent inventor will occupy a weak bargaining position since he faces a mo- nopsonistic buyer. The extent of this dampening effect increases as the legal life of the initial monopoly is made longer.
Recommended publications
  • Microeconomics Exam Review Chapters 8 Through 12, 16, 17 and 19
    MICROECONOMICS EXAM REVIEW CHAPTERS 8 THROUGH 12, 16, 17 AND 19 Key Terms and Concepts to Know CHAPTER 8 - PERFECT COMPETITION I. An Introduction to Perfect Competition A. Perfectly Competitive Market Structure: • Has many buyers and sellers. • Sells a commodity or standardized product. • Has buyers and sellers who are fully informed. • Has firms and resources that are freely mobile. • Perfectly competitive firm is a price taker; one firm has no control over price. B. Demand Under Perfect Competition: Horizontal line at the market price II. Short-Run Profit Maximization A. Total Revenue Minus Total Cost: The firm maximizes economic profit by finding the quantity at which total revenue exceeds total cost by the greatest amount. B. Marginal Revenue Equals Marginal Cost in Equilibrium • Marginal Revenue: The change in total revenue from selling another unit of output: • MR = ΔTR/Δq • In perfect competition, marginal revenue equals market price. • Market price = Marginal revenue = Average revenue • The firm increases output as long as marginal revenue exceeds marginal cost. • Golden rule of profit maximization. The firm maximizes profit by producing where marginal cost equals marginal revenue. C. Economic Profit in Short-Run: Because the marginal revenue curve is horizontal at the market price, it is also the firm’s demand curve. The firm can sell any quantity at this price. III. Minimizing Short-Run Losses The short run is defined as a period too short to allow existing firms to leave the industry. The following is a summary of short-run behavior: A. Fixed Costs and Minimizing Losses: If a firm shuts down, it must still pay fixed costs.
    [Show full text]
  • 1 Bertrand Model
    ECON 312: Oligopolisitic Competition 1 Industrial Organization Oligopolistic Competition Both the monopoly and the perfectly competitive market structure has in common is that neither has to concern itself with the strategic choices of its competition. In the former, this is trivially true since there isn't any competition. While the latter is so insignificant that the single firm has no effect. In an oligopoly where there is more than one firm, and yet because the number of firms are small, they each have to consider what the other does. Consider the product launch decision, and pricing decision of Apple in relation to the IPOD models. If the features of the models it has in the line up is similar to Creative Technology's, it would have to be concerned with the pricing decision, and the timing of its announcement in relation to that of the other firm. We will now begin the exposition of Oligopolistic Competition. 1 Bertrand Model Firms can compete on several variables, and levels, for example, they can compete based on their choices of prices, quantity, and quality. The most basic and funda- mental competition pertains to pricing choices. The Bertrand Model is examines the interdependence between rivals' decisions in terms of pricing decisions. The assumptions of the model are: 1. 2 firms in the market, i 2 f1; 2g. 2. Goods produced are homogenous, ) products are perfect substitutes. 3. Firms set prices simultaneously. 4. Each firm has the same constant marginal cost of c. What is the equilibrium, or best strategy of each firm? The answer is that both firms will set the same prices, p1 = p2 = p, and that it will be equal to the marginal ECON 312: Oligopolisitic Competition 2 cost, in other words, the perfectly competitive outcome.
    [Show full text]
  • Amazon's Antitrust Paradox
    LINA M. KHAN Amazon’s Antitrust Paradox abstract. Amazon is the titan of twenty-first century commerce. In addition to being a re- tailer, it is now a marketing platform, a delivery and logistics network, a payment service, a credit lender, an auction house, a major book publisher, a producer of television and films, a fashion designer, a hardware manufacturer, and a leading host of cloud server space. Although Amazon has clocked staggering growth, it generates meager profits, choosing to price below-cost and ex- pand widely instead. Through this strategy, the company has positioned itself at the center of e- commerce and now serves as essential infrastructure for a host of other businesses that depend upon it. Elements of the firm’s structure and conduct pose anticompetitive concerns—yet it has escaped antitrust scrutiny. This Note argues that the current framework in antitrust—specifically its pegging competi- tion to “consumer welfare,” defined as short-term price effects—is unequipped to capture the ar- chitecture of market power in the modern economy. We cannot cognize the potential harms to competition posed by Amazon’s dominance if we measure competition primarily through price and output. Specifically, current doctrine underappreciates the risk of predatory pricing and how integration across distinct business lines may prove anticompetitive. These concerns are height- ened in the context of online platforms for two reasons. First, the economics of platform markets create incentives for a company to pursue growth over profits, a strategy that investors have re- warded. Under these conditions, predatory pricing becomes highly rational—even as existing doctrine treats it as irrational and therefore implausible.
    [Show full text]
  • Apple and Amazon's Antitrust Antics
    APPLE AND AMAZON’S ANTITRUST ANTICS: TWO WRONGS DON’T MAKE A RIGHT, BUT MAYBE THEY SHOULD Kerry Gutknecht‡ I. INTRODUCTION The exploding market for books of all kinds in the form of digital files (“e- books”), which can be read on mobile devices and personal computers, has attracted aggressive competition between the two leading online e-book retail- ers, Amazon, Inc. (“Amazon”) and Apple Inc. (“Apple”).1 While both Amazon and Apple have been accused by critics of engaging in anticompetitive practic- es with regard to e-book sales,2 the U.S. Department of Justice has focused on Apple. In 2012, federal prosecutors brought an antitrust suit against Apple and five of the nation’s largest book publishers—HarperCollins Publishers LLC (“HarperCollins”), Hachette Book Group, Inc. and Hachette Digital (“Hachette”); Holtzbrinck Publishers, LLC d/b/a Macmillan (“Macmillan”); Penguin Group (USA), Inc. (“Penguin”); and Simon & Schuster, Inc. and (“Simon & Schuster”) (collectively, the “Publisher Defendants”)3—for collud- ing in violation of the Sherman Act to raise the retail prices of e-books.4 Each ‡ J.D. Candidate, May 2014, The Catholic University of America, Columbus School of Law. The author would like to thank Calla Brown for her daily support and the CommLaw Conspectus staff for their diligent effort during the writing and editing process. Finally, a special thanks to Antonio F. Perez for providing expert advice during the writing of this paper. 1 Complaint at 2–3, United States v. Apple Inc., 952 F. Supp. 2d 638 (S.D.N.Y. 2013) (No. 12 CV 2826) [hereinafter Complaint].
    [Show full text]
  • The Marginal Cost Controversy in Intellectual Property John F Duffyt
    The Marginal Cost Controversy in Intellectual Property John F Duffyt In 1938, Harold Hotelling formally advanced the position that "the optimum of the general welfare corresponds to the sale of everything at marginal cost."' To reach this optimum, Hotelling argued, general gov- ernment revenues should "be applied to cover the fixed costs of electric power plants, waterworks, railroad, and other industries in which the fixed costs are large, so as to reduce to the level of marginal cost the prices charged for the services and products of these industries."2 Other major economists of the day subsequently endorsed Hotelling's view' and, in the late 1930s and early 1940s, it "aroused considerable interest and [had] al- ready found its way into some textbooks on public utility economics."' In his 1946 article, The MarginalCost Controversy,Ronald Coase set forth a detailed rejoinder to the Hotelling thesis, concluding that the social subsidies proposed by Hotelling "would bring about a maldistribu- tion of the factors of production, a maldistribution of income and proba- bly a loss similar to that which the scheme was designed to avoid."' The article, which Richard Posner would later hail as Coase's "most impor- tant" contribution to the field of public utility pricing,6 was part of a wave of literature debating the merits of the Hotelling proposal.' Yet the very success of the critique by Coase and others has led to the entire contro- t Professor of Law, George Washington University Law School. The author thanks Michael Abramowicz. Richard Hynes, Eric Kades. Doug Lichtman, Chip Lupu, Alan Meese, Richard Pierce, Anne Sprightley Ryan, and Joshua Schwartz for comments on earlier drafts.
    [Show full text]
  • Imperfect Competition: Monopoly
    Imperfect Competition: Monopoly New Topic: Monopoly Q: What is a monopoly? A monopoly is a firm that faces a downward sloping demand, and has a choice about what price to charge – an increase in price doesn’t send most or all of the customers away to rivals. A Monopolistic Market consists of a single seller facing many buyers. Monopoly Q: What are examples of monopolies? There is one producer of aircraft carriers, but there few pure monopolies in the world - US postal mail faces competition from Fed-ex - Microsoft faces competition from Apple or Linux - Google faces competition from Yahoo and Bing - Facebook faces competition from Twitter, IG, Google+ But many firms have some market power- can increase prices above marginal costs for a long period of time, without driving away consumers. Monopoly’s problem 3 Example: A monopolist faces demand given by p(q) 12 q There are no variable costs and all fixed costs are sunk. How many units should the monopoly produce and what price should it charge? By increasing quantity from 2 units to 5 units, the monopolist reduces the price from $10 to $7. The revenue gained is area III, the revenue lost is area I. The slope of the demand curve determines the optimal quantity and price. Monopoly’s problem 4 The monopoly faces a downward sloping demand curve and chooses both prices and quantity to maximize profits. We let the monopoly choose quantity q and the demand determine the price p(q) because it is more convenient. TR(q) p(q) MR [ p(q)q] q p(q) q q q • The monopoly’s chooses q to maximize profit: max (q) TR(q) TC(q) p(q)q TC(q) q The FONC gives: Marginal revenue 5 TR(q) p(q) The marginal revenue MR(q) p(q) q q q p Key property: The marginal revenue is below the demand curve: MR(q) p(q) Example: demand is p(q) =12-q.
    [Show full text]
  • 3. Labor Demand 3A. Labor Demand Model 3B. Short-Run Labor Demand 3B. Short-Run (Cont.)
    3. Labor Demand 3A. Labor Demand Model E151A: C.Cameron n What happens when wage changes? 1. Firms maximize profit (rev - cost). In short-run? Implies produce where marginal profit = zero. In long-run? Maintained assumption throughout course. n What happens if markets are not 2. Two homogeneous factors of competitive due to monopoly or production: labor and capital. monopsony? Q = f(K, L) (Relaxed later) n What is effect of payroll tax? a. Short-run (capital is fixed) b. Long-run (capital may vary) 3A. Model (cont.) 3A. Model (cont.) 3. Price of labor = hourly wage rate. 4. Firms are price-takers in input and output markets. Implies no fringe benefits and no distinction Then marginal cost equals price between increasing labor by increasing the and marginal revenue equals price. number of workers and increasing labor by having current workers work more. Relax to allow: Monopoly: Price-maker in output good market Relax this assumption in ch. 5. Monopsony: Price-maker in input good market 3B. Short-Run (cont.) 3B. Short-Run Labor Demand n Price-taker in labor market: n MRP = Marginal Revenue Product of L L Then always MEL = w = Increase in Revenue due to So hire until MRPL = w one unit increase in Labor So MRPL curve is labor demand curve. = MR x P (P is price) n Price-taker in output market n ME = Marginal Revenue Product of L L Then always MRPL = MPLxP = Increase in Expenses due to n So in competitive markets hire until one unit increase in Labor MPLxP = w or MPL= w/P n L L Profit-maximizer hires until MRPL = MEL n MPL slopes down Þ DL slopes down 1 MRPL IS LABOR DEMAND CURVE 3C.
    [Show full text]
  • The Revenue Functions of a Monopoly
    SOLUTIONS 3 Microeconomics ACTIVITY 3-10 The Revenue Functions of a Monopoly At the opposite end of the market spectrum from perfect competition is monopoly. A monopoly exists when only one firm sells the good or service. This means the monopolist faces the market demand curve since it has no competition from other firms. If the monopolist wants to sell more of its product, it will have to lower its price. As a result, the price (P) at which an extra unit of output (Q) is sold will be greater than the marginal revenue (MR) from that unit. Student Alert: P is greater than MR for a monopolist. 1. Table 3-10.1 has information about the demand and revenue functions of the Moonglow Monopoly Company. Complete the table. Assume the monopoly charges each buyer the same P (i.e., there is no price discrimination). Enter the MR values at the higher of the two Q levels. For example, since total revenue (TR) increases by $37.50 when the firm increases Q from two to three units, put “+$37.50” in the MR column for Q = 3. Table 3-10.1 The Moonglow Monopoly Company Average revenue Q P TR MR (AR) 0 $100.00 $0.00 – – 1 $87.50 $87.50 +$87.50 $87.50 2 $75.00 $150.00 +$62.50 $75.00 3 $62.50 $187.50 +$37.50 $62.50 4 $50.00 $200.00 +$12.50 $50.00 5 $37.50 $187.50 –$12.50 $37.50 6 $25.00 $150.00 –$37.50 $25.00 7 $12.50 $87.50 –$62.50 $12.50 8 $0.00 $0.00 –$87.50 $0.00 2.
    [Show full text]
  • THE RELATIVE RIGIDITY of MONOPOLY PRICING by Julio J
    HD28 Apr : .K414 T^rG AJ> m WORKING PAPER ALFRED P. SLOAN SCHOOL OF MANAGEMENT THE RELATIVE RIGIDITY OF MONOPOLY PRICING By Julio J. Rotemberg and Garth Saloner* WP#1777-86 April 1986 MASSACHUSETTS INSTITUTE OF TECHNOLOGY 50 MEMORIAL DRIVE CAMBRIDGE, MASSACHUSETTS 02139 THE RELATIVE RIGIDITY OF MONOPOLY PRICING By Julio J. Rotemberg and Garth Saloner* WP#1777-86 April 1986 *Sloan School of Management and Department of Economics, M.I.T. respectively. We would like to thank Olivier Blanchard for helpful discussions and the National Science Foundation (grants SES-8209266 and lST-8510162 respectively) for financial support. \ APR 1 6 i937 I. INTRODUCTION The relationship between industry structure and pricing is a najor focus of Industrial Organization. One of the most striking facts to have emerged about this relationship is that monopolists tend to change their prices less frequently than tight oligOi^olies . Although tne first evidence in this regard was presented by Stigler (1947) almost forty years ago, no theoretical explanations have been offered. The objective of this paper is to develop models capable of explaining these facts. Stigler 's objective in comparing the relative rigidity of monopoly and duopoly prices was to test the kinked demand curve theory of Hall and Hitch (1939) ana Sweezy (1939)- Since the work of Gardiner Means (1935) seemed to show that concentrated industries exhibited greater price rigidity than their unconcentrated counterparts, the kinked demand curve was developed and embraced as providing a theoretical foundation for the rigidity of prices. It was widely regarded to be an implication of that theory that duopolists would not change their prices in response to small changes in their costs.
    [Show full text]
  • Market Power and Monopoly Introduction 9
    9 Market Power and Monopoly Introduction 9 Chapter Outline 9.1 Sources of Market Power 9.2 Market Power and Marginal Revenue 9.3 Profit Maximization for a Firm with Market Power 9.4 How a Firm with Market Power Reacts to Market Changes 9.5 The Winners and Losers from Market Power 9.6 Governments and Market Power: Regulation, Antitrust, and Innovation 9.7 Conclusion Introduction 9 In the real world, there are very few examples of perfectly competitive industries. Firms often have market power, or an ability to influence the market price of a product. The most extreme example is a monopoly, or a market served by only one firm. • A monopolist is the sole supplier (and price setter) of a good in a market. Firms with market power behave in different ways from those in perfect competition. Sources of Market Power 9.1 The key difference between perfect competition and a market structure in which firms have pricing power is the presence of barriers to entry, or factors that prevent entry into the market with large producer surplus. • Normally, positive producer surplus in the long run will induce additional firms to enter the market until it is driven to zero. • The presence of barriers to entry means that firms in the market may be able to maintain positive producer surplus indefinitely. Sources of Market Power 9.1 Extreme Scale Economies: Natural Monopoly One common barrier to entry results from a production process that exhibits economies of scale at every quantity level • Long-run average total cost curve is downward sloping; diseconomies never emerge.
    [Show full text]
  • Module 1: Pricing Behavior
    Module 1: Pricing Behavior Market Organization & Public Policy (Ec 731) George Georgiadis · Monopoly Pricing Consider a monopolist facing demand curve D (p), where D0(p) < 0. ◦ – i.e., if the price is p, then demand for the good will be equal to q = D(p). 1 – Write P (q) to denote the inverse demand function; i.e., p = D− (q). The cost of producing q units of the good is c(q), where c0(q) > 0. ◦ The monopolist wants to choose the price to maximize his profit. So he solves: ◦ max pD(p) c (D(p)) p { − } First order condition: ◦ D(p)+pD0(p) = c0 (D(p)) D0(p) marginal revenue marginal cost | {z } | D(p{z) } = p c0 (D(p)) = ) − −D0(p) p c0 (D(p)) 1 = − = (1) ) p ✏ where ✏ = pD0(p) denotes the demand elasticity at price p. − D(p) – Demand elasticity: % change in demand in response to a 1% price reduction. – We usually denote this price pm. – Equation (1) tells us that the relative markup (i.e., the ratio between the profit margin and the price), also called the Lerner index, is inversely proportional to the demand elasticity. 1 Note: We assume that D( ) and c( ) are such that the monopolist’s objective function ◦ · · is concave in p, so that the FOC is sufficient for a maximum. 2 – i.e., we assume that 2D0(p)+pD00(p) c00 (D(p)) [D0(p)] 0. − Cournot Competition Same setup as above with two changes: ◦ 1. n instead of single firm compete in the market. 2. Each firm i chooses a quantity qi to produce, and the market price is determined n by p = P ( i=1 qi).
    [Show full text]
  • An Economic Analysis of Antitrust Law's Natural Monopoly Cases
    Volume 88 Issue 4 Article 7 June 1986 An Economic Analysis of Antitrust Law's Natural Monopoly Cases John Cirace Lehman College Follow this and additional works at: https://researchrepository.wvu.edu/wvlr Part of the Antitrust and Trade Regulation Commons, and the Law and Economics Commons Recommended Citation John Cirace, An Economic Analysis of Antitrust Law's Natural Monopoly Cases, 88 W. Va. L. Rev. (1986). Available at: https://researchrepository.wvu.edu/wvlr/vol88/iss4/7 This Article is brought to you for free and open access by the WVU College of Law at The Research Repository @ WVU. It has been accepted for inclusion in West Virginia Law Review by an authorized editor of The Research Repository @ WVU. For more information, please contact [email protected]. Cirace: An Economic Analysis of Antitrust Law's Natural Monopoly Cases AN ECONOMIC ANALYSIS OF ANTITRUST LAW'S NATURAL MONOPOLY CASES JOHN CIRACE* I. INTRODUCTION A. Statement of the Problems In its recent decision in Aspen Skiing Co. v. Aspen Highlands Skiing Corp.,' the Supreme Court affirmed a jury verdict that the defendants attempted to monopolize or monopolized downhill skiing facilities at Aspen, Colorado in viola- tion of section 2 of the Sherman Act, 2 but declined to rule on the lower court's holding that a multi-day, multi-area ski ticket could be characterized as an "essen- tial facility." 3 The Court also declined to specify the circumstances under which a firm with monopoly power has a duty to engage in a joint marketing program with a competitor,4 by declining to specify the circumstances under which horizon- tal competitors may or must engage in price fixing.
    [Show full text]