Markov-perfect equilibria in differential games — with an application to climate policy

We analyse discontinuous Markovian strategies for differential games. The best response correspondence uniquely maps almost all profiles of opponents’ strategies back to the strategy space. We thus make Markov-perfect equilibria in a wide class of differential games well-behaved, resolving a long-standing open problem. We provide a readily applicable necessary and sufficient condition for best responses and Markov-perfect Nash equilibria. We demonstrate our methods in a canonical model of non-cooperative mitigation of climate change. Our approach provides novel, economically important results: we obtain the entire set of symmetric Markov-perfect equilibria, and demonstrate that the best equilibria can yield a major welfare improvement over the equilibrium which previous literature has focused on. International climate negotiations can be seen as being about coordination on good equilibria, rather than about bargaining over the limited surplus available in a dynamic prisoner’s dilemma.

The seminar series is organized by the Section Economics of Wageningen University (consisting of the groups Agricultural Economics and Rural Policy, Development Economics, Urban Economics, Environmental Economics and Natural Resources, and Economic and Environmental History).

The seminar is aiming to foster the exchange on recent topics in the field of economics. We consider contributions from all fields of economic research and invite speakers from Wageningen, the Netherlands and abroad.

The seminar is organized as a weekly lunch seminar taking place on campus. Meetings are between 12:00 and 13:00 hours. Lunch is served. 

All staff and students are welcome!