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Regime shifts and uncertainty in pollution control. (English) Zbl 1239.91120
Summary: We develop a simple model of managing a system subject to pollution damage, such as climate change, under the risk of an abrupt and random jump in the damage function. The model allows the full dynamic characterization of the optimal emission policies under uncertainty. The results imply precautionary behavior in contrast with the ambiguous outcomes reported in the literature for models of catastrophic occurrences. The framework is used to analyze the adaptation vs. mitigation dilemma and provides a simple criterion to determine when adaptation activities should be undertaken.
Reviewer: Reviewer (Berlin)

91B76 Environmental economics (natural resource models, harvesting, pollution, etc.)
Full Text: DOI
[1] Aronsson, T.; Backlund, K.; Löfgren, K.G., Nuclear power, externalities and non-standard Pigouvian taxes: a dynamical analysis under uncertainty, Environmental and resource economics, 11, 177-195, (1998)
[2] Bahn, O.; Haurie, A.; Malhamé, R., A stochastic control model for optimal timing of climate policies, Automatica, 44, 1545-1558, (2008) · Zbl 1283.93305
[3] Brozović, N.; Schlenker, W., Optimal management of an ecosystem with an unknown threshold, Ecological economics, 70, 627-640, (2011)
[4] Clarke, H.R.; Reed, W.J., Consumption/pollution tradeoffs in an environment vulnerable to pollution-related catastrophic collapse, Journal of economic dynamics and control, 18, 991-1010, (1994) · Zbl 0802.90026
[5] Dockner, E.J.; Long, N.V., International pollution control: cooperative versus noncooperative strategies, Journal of environmental economics and management, 24, 13-29, (1993) · Zbl 0775.90309
[6] Gjerde, J.; Grepperud, S.; Kverndokk, S., Optimal climate policy under the possibility of a catastrophe, Resource and energy economics, 21, 289-317, (1999)
[7] Gollier, Ch.; Treich, N., Decision-making under scientific uncertainty: the economics of the precautionary principle, The journal of risk and uncertainty, 2, 77-103, (2003) · Zbl 1046.91029
[8] Haurie, A.; Moresino, F., A stochastic control model of economic growth with environmental disaster prevention, Automatica, 42, 1417-1428, (2006) · Zbl 1108.93078
[9] Heal, G., Interactions between economy and climate: a framework for policy design under uncertainty, Advances in applied micro-economics, 3, 151-168, (1984)
[10] Kamien, M.I.; Schwartz, N.L., Optimal maintenance and Sale age for a machine subject to failure, Management science, 17, 495-504, (1971) · Zbl 0219.90018
[11] Kane, S.; Shogren, J.F., Linking adaptation and mitigation in climate change policy, Climatic change, 45, 75-102, (2000)
[12] Nævdal, E., Dynamic optimization in the presence of threshold effects when the location of the threshold is uncertain—with an application to a possible disintegration of the western antarctic ice sheet, Journal of economic dynamics and control, 30, 1131-1158, (2006) · Zbl 1200.91240
[13] Nkuiya, B., 2011. International emission strategies under the threat of a sudden jump in damage. Working paper 2011-1 CREATE, Université Laval. \(\langle\)www.create.ulaval.ca/uploads/tx_centrerecherche/CREATE2011-1.pdf〉.
[14] Nordhaus, W.D., A question of balance: weighing the options on global warming policies, (2008), Yale University Press New Haven and London
[15] van der Ploeg, F.; de Zeeuw, A., International aspects of pollution control, Environmental and resource economics, 2, 117-139, (1992)
[16] Polasky, S.; de Zeeuw, A.; Wagener, F., Optimal management with potential regime shifts, Journal of environmental economics and management, 62, 229-240, (2011)
[17] Shalizi, Z.; Lecocq, F., To mitigate or to adapt: is that the question? observations on an appropriate response to the climate change challenge to development strategies, The world bank research observer, 25, 295-321, (2010)
[18] Smit, B.; Burton, I.; Klein, R.J.T.; Wandel, J., An anatomy of adaptation to climate change and variability, Climatic change, 45, 223-251, (2000)
[19] Stern, N., The stern review on the economics of climate change, (2006), Cambridge University Press Cambridge
[20] Tsur, Y.; Zemel, A., Accounting for global warming risks: resource management under event uncertainty, Journal of economic dynamics and control, 20, 1289-1305, (1996) · Zbl 0875.90228
[21] Tsur, Y.; Zemel, A., Pollution control in an uncertain environment, Journal of economic dynamics and control, 22, 967-975, (1998) · Zbl 0899.90064
[22] Tsur, Y.; Zemel, A., The infinite horizon dynamic optimization problem revisited: a simple method to determine equilibrium states, European journal of operational research, 131, 482-490, (2001) · Zbl 0990.90575
[23] Tsur, Y.; Zemel, A., Endangered aquifers: groundwater management under threats of catastrophic events, Water resources research, 40, W06S20, (2004)
[24] Tsur, Y.; Zemel, A., Endogenous discounting and climate policy, Environmental and resource economics, 44, 507-520, (2009)
[25] Weitzman, M.L., On modeling and interpreting the economics of catastrophic climate change, The review of economics and statistics, 91, 1-19, (2009)
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