Affordable Access

A review of mathematical models in economic environmental problems

Authors
Publisher
Springer New York LLC
Publication Date
Keywords
  • The Paper Presents A Review Of Mathematical Models Used
  • In Economic Analysis Of Environmental Problems
  • This Area Of Research Combines Macroeconomic Models Of Growth
  • As Dependent On Capital
  • Labour
  • Resources
  • Etc
  • With Environmental Models Describing Such Phenomena Like Natural Resources Exhaustion Or Pollution A
  • In Simpler Cases The Models Can Be Treated Analytically And The Utility Function Can Be Optimized Us
  • E
  • G
  • Such Tools As The Maximum Principle
  • In More Complicated Cases Calculation Of The Optimal Environmental Policies Requires A Computer Solu
Disciplines
  • Ecology
  • Economics
  • Geography
  • Mathematics

Abstract

A review of mathematical models in economic environmental problems - DTU Orbit (20/04/14) A review of mathematical models in economic environmental problems - DTU Orbit (20/04/14) A review of mathematical models in economic environmental problems The paper presents a review of mathematical models used,in economic analysis of environmental problems. This area of research combines macroeconomic models of growth, as dependent on capital, labour, resources, etc., with environmental models describing such phenomena like natural resources exhaustion or pollution accumulation and degradation. In simpler cases the models can be treated analytically and the utility function can be optimized using, e.g., such tools as the maximum principle. In more complicated cases calculation of the optimal environmental policies requires a computer solution. General information State: Published Organisations: Risø National Laboratory for Sustainable Energy Authors: Nahorski, Z. (Ekstern), Ravn, H. (Ekstern) Pages: 165-201 Publication date: 2000 Main Research Area: Technical/natural sciences Publication information Journal: Annals of Operations Research Volume: 97 ISSN (Print): 0254-5330 Ratings: FI (2012): 1 ISI indexed (2012): yes FI (2011): 1 ISI indexed (2011): yes FI (2010): 1 FI (2009): 1 FI (2008): 1 Original language: English DOIs: 10.1023/A:1018913316076 Source: orbit Source-ID: 302172 Publication: Research - peer-review › Journal article – Annual report year: 2001

There are no comments yet on this publication. Be the first to share your thoughts.