The Environmental Kuznets Curve in a World of Irreversibility
37 Pages Posted: 4 Jun 2007
Date Written: May 2007
Abstract
We develop an overlapping generations model where consumption is the source of polluting emissions. Pollution stock accumulates with emissions but is partially assimilated by nature at each period. The assimilation capacity of nature is limited and vanishes beyond a critical level of pollution. We first show that multiple equilibria exist. More importantly, some exhibit irreversible pollution levels although an abatement activity is operative. Thus, the simple engagement of maintenance does not necessarily suffice to protect an economy against convergence toward a steady state having the properties of an ecological and economic poverty trap. In contrast with earlier related studies, the emergence of the environmental Kuznets curve is no longer the rule. Instead, we detect a sort of degenerated Environmental Kuznets Curve that corresponds to the equilibrium trajectory leading to the irreversible solution.
Keywords: Overlapping Generations, Irreversible Pollution, Poverty Trap, Environmental Kuznets Curve
JEL Classification: Q56, D62, D91
Suggested Citation: Suggested Citation
Do you have a job opening that you would like to promote on SSRN?
Recommended Papers
-
Environmental Abatement and Intergenerational Distribution
By A. Lans Bovenberg and Ben J. Heijdra
-
An Applied Dynamic General Equilibrium Model of Environmental Tax Reforms and Pension Policy
-
Environmental Tax Reform and the Double Dividend: A Meta-Analytical Performance Assessment
By Roberto Patuelli, Peter Nijkamp, ...
-
Pollution Abatement in the Netherlands: A Dynamic Applied General Equilibrium Assessment
By Rob Dellink and Ekko Van Ierland
-
Environmental Quality, the Macroeconomy, and Intergenerational Distribution
By Ben J. Heijdra, Jan Peter Kooiman, ...
-
The Environmental and Macroeconomic Effects of Socially Responsible Investment
By Lammertjan Dam and Ben J. Heijdra
-
Environmental Policy and the Macroeconomy Under Shallow-Lake Dynamics
By Ben J. Heijdra and Pim Heijnen