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2016 | 26 | 2 | 7-30

Article title

Indirect control and power

Content

Title variants

Languages of publication

EN

Abstracts

EN
To determine who has the power within a stock corporate company can be a quite complex prob-lem, especially when control is achieved through alliances between shareholders. This problem arises especially in cases of indirect control of corporations, that is, in situations involving shareholders and companies with cross-shareholdings. The first to solve the problem of measuring power in the case of indirect share control were Gianfranco Gambarelli and Guillermo Owen in [10]. In the following years, numerous other models were introduced. In this paper, we critically examine the models of: Gambarelli and Owen, Denti and Prati, Crama and Leruth, Karos and Peters, as well as Mercik and Lobos, taking into account two well-known, illustrative examples, one with an acyclic corporate structure and the other with a cyclic structure.

Year

Volume

26

Issue

2

Pages

7-30

Physical description

Contributors

  • University of Bergamo, Department of Management, Economics and Quantitative Methods, Italy
author
  • WSB University in Wrocław, Poland
  • AGH University of Science and Technology, Faculty of Management, Poland

References

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  • BERTINI C., STACH I., Banzhaf voting power measure, [in:] K. Dowding (Ed.), Encyclopedia of Power, SAGE, Los Angeles 2011, 54.
  • CRAMA Y., LERUTH L., Control and voting power in corporate networks: concepts and computational aspects, European Journal of Operational Research, 2007, 178, 879.
  • CRAMA Y., LERUTH L., Power indices and the measurement of control in corporate structures, Inter-national Game Theory Review, 2013, 15 (3), 1340017-1.
  • CRAMA Y., LERUTH L., WANG S., A Markov chain model of power indices in corporate structures, Working paper, 2011, retrieved from http://hdl.handle.net/2268/178393, April 2016.
  • DENTI E., PRATI N., Finding winning coalition in indirect weighted majority games, Working Paper Dipartimento di Finanza dell’Impresa e dei Mercati Finanziari, University of Udine, 1996 (1).
  • DENTI E., PRATI N., An algorithm for winning coalitions in indirect control of corporations, Decisions in Economics and Finance, 2001, 24 (2), 153.
  • DENTI E., PRATI N., Relevance of winning coalitions in indirect control of corporations, Theory and Decision, 2004, 56, 183.
  • GAMBARELLI G., OWEN G., Indirect control of corporations, International Journal of Game Theory, 1994, 23, 287.
  • HU X., SHAPLEY L.S., On authority distributions in organizations: controls, Games and Economic Behavior, 2003, 45 (1), 153.
  • JOHNSTON R.J., On the measurement of power. Some reactions to Lawer, Environment and Planning A, 1978, 10, 907.
  • KAROS D., PETERS H., Indirect control and power in mutual control structures, Games and Economic Behavior, 2015, 92, 150.
  • KOŁODZIEJ M., STACH I., Control sharing analysis and simulation, Proceedings of International Con-ference on Industrial Logistics ICIL 2016, forthcoming.
  • MERCIK J., LOBOS K., Index of implicit power as a measure of reciprocal ownership, Springer Lecture Notes in Computer Science 9760, 2016, 132.
  • OWEN G., Multilinear extensions of games, Management Sciences, 1972, 18, 64.
  • PENROSE L.S., The elementary statistics of majority voting, Journal of the Royal Statistical Society, 1946, 109, 53.
  • PENROSE L.S., On the objective study of crowd behaviour, H.K. Lewis Co., London 1952.
  • SHAPLEY L.S., SHUBIK M., A method for evaluating the distributions of power in a committee system, American Political Science Review, 1954, 48, 787.
  • STACH I., Shapley–Shubik index, [in:] K. Dowding (Ed.), Encyclopedia of Power, SAGE Publications, Los Angeles 2011, 603.
  • www.volkswagenag.com/content/vwcorp/content/en/investor_relations

Document Type

Publication order reference

Identifiers

YADDA identifier

bwmeta1.element.desklight-0c2f28db-bc7d-4f71-a145-75d715ff042f
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