Accounting for stochastic shadow values of time in discrete-choice recreation demand models [An article from: Journal of Environmental Economics and Management]
Accounting for stochastic shadow values of time in discrete-choice recreation demand models [An article from: Journal of Environmental Economics and Management]

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This digital document is a journal article from Journal of Environmental Economics and Management, published by Elsevier in . The article is delivered in HTML format and is available in your Amazon.com Media Library immediately after purchase. You can view it with any web browser.Description: The standard resource extraction framework assumes infinitely lived agents and yields an overfishing result. For some applications, a finite time horizon may be more appropriate. A direct extension of the Levhari-Mirman model to overlapping generations yields an extreme overfishing result. Alternatively, we assume young and old specialize, and respectively fish and supply capital. In this model, under some circumstances there may well be under-utilization of natural resources. However, for a given production technology, if there are a sufficiently large number of agents, overfishing always results.

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  • Released: November 16, 2020
  • Author: D.M. Larson
  • Rating: 4,9
  • Publisher: Ebook DIgital Agency
  • Total Page: 931 pages
  • File Size: 3670 KB
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