Abstract

In this paper, we present a stylized dynamic interdependent multi-country energy transition model. The goal of this paper is to provide a starting point for examining the impact of uncertainty in such models. To do this, we define a simple model based on the standard Solow macroeconomic growth model. We consider this model in a two-country setting using a non-cooperative dynamic game perspective. Total carbon dioxide (CO2) emission is added in this growth model as a factor that has a negative impact on economic growth, whereas production can be realized using either green or fossil energy. Additionally, a factor is incorporated that captures the difficulties of using green energy, such as accessibility per country. We calibrate this model for a two-player setting, in which one player represents all countries affiliated with the Organization for Economic Cooperation and Development (OECD) and the other player represents countries not affiliated with the OECD. It is shown that, in general, the model is capable to describe energy transitions towards quite different equilibrium constellations. It turns out that this is mainly caused by the choice of policy parameters chosen in the objective function. We also analyze the optimal response strategies of both countries if the model in equilibrium would be hit by a CO2 shock. Also, here we observe a quite natural response. As the model is quite stylized, a serious study is performed to the impact several model uncertainties have on the results. It turns out that, within the OECD/non-OECD framework, most of the considered uncertainties do not impact results much. However, the way we calibrate policy parameters does carry much uncertainty and, as such, influences equilibrium outcomes a lot.

Highlights

  • Climate change is a key topic on the agenda of most of the world’s leading presidents

  • We consider a simplistic model that analyzes the ratio between fossil energy use and green energy use within a context of Organization for Economic Cooperation and Development (OECD) and non-OECD countries

  • Starting from some basic economic relationships, we derive our nonlinear, two-country, growth model. We determine for this model its equilibrium, under the assumption that both players want to maximize their welfare in a non-cooperative setting

Read more

Summary

Introduction

Climate change is a key topic on the agenda of most of the world’s leading presidents. Already several studies exist that try to incorporate uncertainty into energy system models, e.g., Pizer [5] presents a framework for determining optimal climate change policies under uncertainty. They compare the results with those derived from an analysis with best-guess parameter values Their aim is to show that incorporating uncertainty within a climate model can significantly change the optimal policy recommendations. It is designed to analyze the optimal economic and environment policies in each world region as the outcome of a dynamic game In this WITCH model, investment decisions of countries are interrelated. Our benchmark model is closely related to a similar model as used in [17] to analyze the impact of pollution over time on the fossil fuel/green energy ratio in a dynamic world characterized by four players that have different interests.

The Model
Benchmark Model Simulations
Asymmetric Emission Shock
Symmetric Emission Shock
Uncertainty Analysis
The Production Function
Stochastic Parameters
Stochastic Policy Parameters
Stochastic Relations
Scenario Analysis
Findings
Concluding Remarks
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call