A Multidimensional Coopetitive Duopoly model for a Sustainable Global Economy

  • David Carfì University of California Riverside
  • Alessia Donato University of Messina
  • Daniele Schilirò University of Messina

Abstract

General setting.
1. This paper proposes an interaction model representing a global economy aiming to become environmentally sustainable.
2. The model looks at the production side and consumption side of the economies of two groups of countries.
3. Regarding the production side, the suggested model considers aggregate common/coordinated investments in green technologies against climate change.
4. On the side of consumptions, it considers economic and policy instruments to change the patterns of households’ consumptions, towards products respectful of the planet.
5. The model follows a multi-dimensional game theory approach and applies a theoretical framework à la Cournot.

References

[1] Agreste, S., D. Carfì, and A. Ricciardello (2012). An algorithm for payoff space in C1 parametric games. Applied Sciences 14, 1-14. http://www.mathem.pub.ro/apps/v14/A14-ag.pdf
[2] Alvarez, S. A., Barney, J. B. (2001). How Entrepreneurial Firms Can Benefit from Alliances with Large Partners. Academy of Management Executive 15(1), 139-148. https://dx.doi.org/10.5465/ame.2001.4251563
[3] Arthanari, T., D. Carfì, and F. Musolino (2015). Game Theoretic Modeling of Horizontal Supply Chain Coopetition among Growers. International Game Theory Review 17 (2). https://dx.doi.org/10.1142/S0219198915400137
[4] Baglieri, D., D. Carfì, and G. Dagnino (2016a). A Coopetitive Game Model for Asymmetric R&D Alliances within a generalized “Reverse Deal”. In G. Centorrino (Ed.), Economia e Territorio, pp. 15-47. Aracne editrice. http://www.aracneeditrice.it/aracneweb/index.php/pubblicazione.html?item=9788854891067&tab=indice
[5] Baglieri, D., D. Carfì, and G. B. Dagnino (2016b). Asymmetric R&D Alliances in the Biopharmaceutical Industry. International Studies of Management and Organization 46 (2(3)), 179-201. https://dx.doi.org/10.1080/00208825.2016.1112154
[6] Baglieri, D., D. Carfì, and G. Dagnino (2012). Asymmetric R&D Alliances and Coopetitive Games. In Advances in Computational Intelligence, Berlin: Springer Verlag, pp. 607-621. https://dx.doi.org/10.1007/978-3-642-31724-8_64
[7] Baumert, K. A., Herzog, T., Pershing, J., Institute W. R. (2005). Navigating the numbers: Greenhouse gas data and international climate policy. Washington, D.C: World Resources Institute.
[8] Branderburger, A.M., Nalebuff, B.J. (1996). Coopetition. New York, Currency Doubleday.
[9] Brandenburger, A. M., Nalebuff, B.J. (1995). The Right Game: Use Game Theory to Shape Strategy. Harvard Business Review, 64, 57-71, July-August.
[10] Campbell, M., Carfì, D. (2018). Speculative and Hedging Interaction Model in Oil and U.S. Dollar Markets – Phase Transition. Journal of Statistical Physics, 170 (1), 165-205. https://link.springer.com/article/10.1007/s10955-017-1915-7
[11] Campbell, M., Carfì, D. (2015). Bounded Rational Speculative and Hedging Interaction Model in Oil and U.S. Dollar Markets. Journal of Mathematical Economics and Finance, 1(1), 4-28. http://journals.aserspublishing.eu/jmef/article/view/582
[12] Carfì, D. (2017). A game Pareto complete analysis in n-dimensions: a general applicative study case. Journal of Mathematical Economics and Finance, 3 (1(4)), 23-45. http://journals.aserspublishing.eu/jmef/article/view/1354
Published
2018-06-30
How to Cite
CARFÌ, David; DONATO, Alessia; SCHILIRÒ, Daniele. A Multidimensional Coopetitive Duopoly model for a Sustainable Global Economy. Journal of Mathematical Economics and Finance, [S.l.], v. 4, n. 1(6), p. 99 - 116, june 2018. ISSN 2458-0813. Available at: <https://journals.aserspublishing.eu/jmef/article/view/2406>. Date accessed: 22 dec. 2024. doi: https://doi.org/10.14505//jmef.v4.1(6).07.