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2014 | OriginalPaper | Buchkapitel

Environmental Policy in a Dynamic Model with Heterogeneous Agents and Voting

verfasst von : Kirill Borissov, Thierry Bréchet, Stéphane Lambrecht

Erschienen in: Dynamic Optimization in Environmental Economics

Verlag: Springer Berlin Heidelberg

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Abstract

We consider a population of infinitely-lived households split into two: some agents have a high discount factor (the patients), and some others have a low one (the impatients). Polluting emissions due to economic activity harm environmental quality. The governmental policy consists in proposing households to vote for a tax to maintain environmental quality. By studying the voting equilibrium at steady states we show that the equilibrium maintenance level is the one of the median voter. We also show that (i) an increase in total factor productivity may produce effects described by the Environmental Kuznets Curve, (ii) an increase in the patience of impatient households may foster environmental quality if the median voter is impatient and maintenance positive, finally (iii) a decrease in inequality among the patient households leads to an increase in environmental quality if the median voter is patient and maintenance is positive. We show that, when the median income of the median voter is lower than the mean (which is empirically founded), our model with heterogeneous agents predicts a lower level of environmental quality than what the representative agent model would predict, and that increasing the public debt decreases the level of environmental quality.

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Fußnoten
1
For a general survey of the literature on models of economic growth with consumers having different discount factors, see Becker (2006).
 
2
Recently this debate has experienced a strong revival after the publication of the Stern Review (Stern 2006, 2008). Prominent economists have contributed to the debate, like Dasgupta (2008), Nordhaus (2008) or Weitzman (2007).
 
3
Or the social evaluator, to take Dasgupta’s words.
 
4
Consumers are forbidden to borrow against their future labor income. Hence, their savings must be non-negative.
 
5
More formally, we can put the set of households in an order such that, if β i <β j and if s i<s j, then i precedes j. Such an order exists because the impatient consumers do not save in a steady-state equilibrium. Now take the household median in the sense of the introduced order, i m .
 
6
Note that this is different from the question raised by Caselli and Ventura (2000): under which condition does a model with heterogenous agents “admits” a representative agent model, namely a model with homogenous agents displaying the same aggregate and average behavior. Indeed, in our case, by assumption, we assume capital intensity to be the same in both models. On the other hand we do not fix the maintenance level, nor do we look at the representative agent version of the model which would yield the same maintenance level.
 
7
The case where the median income is lower than the mean is usually considered as typical on empirical grounds.
 
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Metadaten
Titel
Environmental Policy in a Dynamic Model with Heterogeneous Agents and Voting
verfasst von
Kirill Borissov
Thierry Bréchet
Stéphane Lambrecht
Copyright-Jahr
2014
Verlag
Springer Berlin Heidelberg
DOI
https://doi.org/10.1007/978-3-642-54086-8_2

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