The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution

This paper provides the formal proofs of propositions concerning the stability analysis of steady-state equilibrium in autarky with open-access renewable resources. We assume three different resource environments in which excessive harvesting, pollution, and simultaneous coexistence of these interac...

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Main Authors: Gökhan Güven, Selim İnançli
Format: Article
Language:English
Published: Wiley 2023-01-01
Series:Journal of Mathematics
Online Access:http://dx.doi.org/10.1155/2023/9215883
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author Gökhan Güven
Selim İnançli
author_facet Gökhan Güven
Selim İnançli
author_sort Gökhan Güven
collection DOAJ
description This paper provides the formal proofs of propositions concerning the stability analysis of steady-state equilibrium in autarky with open-access renewable resources. We assume three different resource environments in which excessive harvesting, pollution, and simultaneous coexistence of these interacting pressures on resource stocks are considered. The propositions mentioned on J.A. Brander and M.S. Taylor, Open access renewable resources: trade and trade policy in a two-country model, Journal of International Economics, 44 (2), 181–209, 1998; B.R. Copeland and M.S. Taylor, Trade, spatial separation, and the environment, Journal of International Economics, 47 (1), 137–168, 1999; and H. A. Rus, Renewable resources, pollution and trade, Review of International Economics, 24 (2), 364–391, 2016 have been shown only on the diagrams and also implicitly explained. This paper aims to contribute the renewable open-access resources literature by providing formal solutions of stable equilibrium analysis in a closed economy within the long run.
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institution Kabale University
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language English
publishDate 2023-01-01
publisher Wiley
record_format Article
series Journal of Mathematics
spelling doaj-art-8e1c5c0e3b79458f97177c25c0e47af12025-02-03T06:43:13ZengWileyJournal of Mathematics2314-47852023-01-01202310.1155/2023/9215883The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock EvolutionGökhan Güven0Selim İnançli1Faculty of Political SciencesFaculty of Political SciencesThis paper provides the formal proofs of propositions concerning the stability analysis of steady-state equilibrium in autarky with open-access renewable resources. We assume three different resource environments in which excessive harvesting, pollution, and simultaneous coexistence of these interacting pressures on resource stocks are considered. The propositions mentioned on J.A. Brander and M.S. Taylor, Open access renewable resources: trade and trade policy in a two-country model, Journal of International Economics, 44 (2), 181–209, 1998; B.R. Copeland and M.S. Taylor, Trade, spatial separation, and the environment, Journal of International Economics, 47 (1), 137–168, 1999; and H. A. Rus, Renewable resources, pollution and trade, Review of International Economics, 24 (2), 364–391, 2016 have been shown only on the diagrams and also implicitly explained. This paper aims to contribute the renewable open-access resources literature by providing formal solutions of stable equilibrium analysis in a closed economy within the long run.http://dx.doi.org/10.1155/2023/9215883
spellingShingle Gökhan Güven
Selim İnançli
The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
Journal of Mathematics
title The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
title_full The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
title_fullStr The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
title_full_unstemmed The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
title_short The Stable Equilibrium Analysis of Nonlinear Renewable Resource Stock Evolution
title_sort stable equilibrium analysis of nonlinear renewable resource stock evolution
url http://dx.doi.org/10.1155/2023/9215883
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AT seliminancli stableequilibriumanalysisofnonlinearrenewableresourcestockevolution