Successive oligopolies, vertical downstream integration and foreclosure

被引:2
|
作者
Neumann M. [1 ]
Fell U. [1 ]
Reichel R. [1 ]
机构
[1] Department of Economics, University of Erlangen-Nürnberg, D-90020 Nürnberg
关键词
Foreclosure; Oligopoly; Vertical integration;
D O I
10.1007/s10842-005-0988-1
中图分类号
学科分类号
摘要
Vertically integrated firms have repeatedly been accused of abusing a dominant position by refusing to sell the intermediate product to non-integrated downstream producers and thus to practice foreclosure. To evaluate the merit of such an accusation requires an adequate theory of vertical integration which allows to decide whether a refusal to sell follows straightforwardly from profit maximization or is driven by an intent to monopolize. We investigate whether in the case of successive oligopolies vertical integration is profitable for the participating firms and to what extent cross deliveries between integrated and non-integrated firms can be expected to arise. By contrast to the previous literature where at the downstream level Cournot competition has been assumed to prevail between integrated firms and non-integrated downstream producers, we propose a model where integrated firms and non-integrated upstream suppliers meet in Cournot competition and take as given the inverse demand function for both the final and the intermediate product. Game theory is invoked to examine whether an integrated firm will participate in the intermediate market. If marginal costs at the downstream level are constant and identical as between integrated and non-integrated firms, integrated firms will never wish to sell to non-integrated downstream producers they can, however, be expected to buy from non-integrated upstream suppliers. Utilizing theoretical implications regarding pass through of changes in marginal costs we find empirical evidence supporting the applicability of our model to the gasoline industry in Germany. We finally examine to what extent issues of competition policy and public regulation arise. © Springer Science + Business Media, Inc. 2005.
引用
收藏
页码:59 / 77
页数:18
相关论文
共 50 条
  • [11] Vertical integration, market foreclosure and quality investment
    Roberto Hernán González
    Praveen Kujal
    Portuguese Economic Journal, 2012, 11 : 1 - 20
  • [12] Agency and Incentives: Vertical Integration in the Mortgage Foreclosure Industry
    Lambie-Hanson, Lauren
    Lambie-Hanson, Timothy
    REVIEW OF INDUSTRIAL ORGANIZATION, 2017, 51 (01) : 1 - 24
  • [13] Agency and Incentives: Vertical Integration in the Mortgage Foreclosure Industry
    Lauren Lambie-Hanson
    Timothy Lambie-Hanson
    Review of Industrial Organization, 2017, 51 : 1 - 24
  • [14] Nonexclusionary input prices under quantity competition: vertical integration, foreclosure and sabotage
    Nadimi, Soheil R.
    Weisman, Dennis L.
    APPLIED ECONOMICS LETTERS, 2016, 23 (02) : 101 - 106
  • [15] Vertical Integration and Market Foreclosure: Empirical Evidence from the Korean Movie Industry
    Choi, Yun Jeong
    Hahn, Jong-Hee
    Kim, Hojung
    KOREAN ECONOMIC REVIEW, 2019, 35 (02): : 417 - 438
  • [16] Market Games in Successive Oligopolies
    Gabszewicz, Jean
    Laussel, Didier
    Van Ypersele, Tanguy
    Zanaj, Skerdilajda
    JOURNAL OF PUBLIC ECONOMIC THEORY, 2013, 15 (03) : 397 - 410
  • [17] Transaction Costs and Capacity Costs as Interrelated Determinants of Vertical Integration in Oligopolies
    Bolle, Friedel
    Breitmoser, Yves
    JOURNAL OF INSTITUTIONAL AND THEORETICAL ECONOMICS-ZEITSCHRIFT FUR DIE GESAMTE STAATSWISSENSCHAFT, 2011, 167 (02): : 266 - 290
  • [18] Vertical Integration and Foreclosure: Evidence from Production Network Data
    Boehm, Johannes
    Sonntag, Jan
    MANAGEMENT SCIENCE, 2023, 69 (01) : 141 - 161
  • [19] Screening in Vertical Oligopolies
    Chade, Hector
    Swinkels, Jeroen
    ECONOMETRICA, 2021, 89 (03) : 1265 - 1311
  • [20] Strategic investments with spillovers, vertical integration and foreclosure in the broadband access market
    Foros, O
    INTERNATIONAL JOURNAL OF INDUSTRIAL ORGANIZATION, 2004, 22 (01) : 1 - 24