A stochastic dynamic game of the 2050 European Energy Roadmap with CCS

Overview Climate policy is one of the corner stones of European Union (EU) policy. In 2011, the European Commission has defined a roadmap to low carbon economy in 2050 in which the Commission reconfirmed the EU objective of reducing European greenhouse gases (GHG) emissions by 80-95% in 2050 compared to 1990 levels. In this paper, we propose a meta-game approach to assess a fair and robust burden sharing agreement to be negotiated by European nations to meet European GHG abatement objectives. The meta-game is used to define a Nash equilibrium that would lead to a balanced set of welfare losses among European countries. The strategies are the supply of emission quotas on a European emissions trading system and the payoffs are the net gains obtained from the emissions. The paper also tries to determine the role of the Carbon Capture and Storage (CCS) options to meet the EU CO2 target. Indeed CCS is often cited as a valuable technology to abate CO2 emissions, but its development is still surrounded by uncertainties. We integrate these uncertainties directly in the model through a stochastic framework. Method We formulate a non-cooperative game with coupled constraint that describes the 28 European member states where the strategic decisions are the supply of emission rights on an international carbon market. We assume a competitive market for emissions permits, which clears at each period. The allocation of EU emissions budget by member states is defined on several alternative rules. The solution of the game is a normalized equilibrium in a game with a coupled constraint where each player minimizes a discounted welfare cost. The manifold of normalized equilibria corresponds to the set of Nash equilibria in the games obtained by distributing the global emission budget to the different countries participating in the agreement. One may then look for the allocation that would lead to an equilibrium solution which is “balanced”, i.e. which tends to equalize the relative welfare losses for all countries. The uncertainties on the CCS cost and potential are integrated in the model through a event tree and the game is alternatively solved under deterministic assumptions and within a stochastic framework. The model is calibrated using a statistical emulation of the computable general equilibrium model called GEMINI-E3. The statistical emulation uses a space filling experimental design of 200 runs evaluating different possible European abatement policies. Results First we solve the game without CCS and we test three alternative rules to allocate the EU CO2 budget between member states based on historical emissions, population and GDP. While the total EU discounted welfare costs are very similar for the three rules (i.e. 1.2% of total discounted EU consumption) with a CO2 price of 1100 $ per ton of CO2 in 2050.The three allocations appear to be unfair among countries with very contrasted individual contributions. We then compute a balanced equilibrium correspon