Article ID: | iaor201111656 |
Volume: | 1 |
Issue: | 4 |
Start Page Number: | 479 |
End Page Number: | 497 |
Publication Date: | Dec 2011 |
Journal: | Dynamic Games and Applications |
Authors: | Long Van, Fujiwara Kenji |
Keywords: | game theory, simulation: applications, programming: markov decision |
Formulating a dynamic game model of a world exhaustible resource market, in this paper, we study welfare implications of Stackelberg leaderships for an individual country and the world. We overcome the problem of time‐inconsistency by imposing a ‘credibility condition’ on the Markovian strategy of the Stackelberg leader. Under this condition, we show that the presence of a global Stackelberg leader leaves the follower worse off relative to the Nash equilibrium. Moreover, the world welfare is highest in the Nash equilibrium as compared with the two Stackelberg equilibria.