000146820 001__ 146820
000146820 005__ 20180122224740.0
000146820 0247_ $$2Other$$a1418 2106
000146820 0247_ $$2Other$$a2063 0476
000146820 037__ $$a1316-2016-102786
000146820 037__ $$a1316-2016-102895
000146820 041__ $$aen
000146820 245__ $$aAgricultural monopolistic competitor and the Pigovian tax
000146820 260__ $$c2013-02
000146820 269__ $$a2013-02
000146820 270__ $$mvesnajab@ptt.rs$$pJablanovic,   Vesna
000146820 300__ $$a4
000146820 336__ $$aJournal Article
000146820 390__ $$ahttp://dx.doi.org/10.7896/j.1224
000146820 500__ $$ahttp://dx.doi.org/10.7896/j.1224
000146820 520__ $$aA monopolistically competitive agricultural market structure has some features of competition and some features of monopoly. Monopolistic competition has the following attributes: (a) many sellers; (b) product differentiation; and (c) free entry. In the long-run equilibrium, price equals average total cost, and the agricultural firm earns zero economic profit. The aim of this paper is to construct a relatively simple chaotic long-run monopolistic competitor’s agricultural output growth model that is capable of generating stable equilibria, cycles or chaos. A key hypothesis of this work is based on the idea that the coefficient   plays a crucial role in explaining local stability of the monopolistic competitor’s agricultural output, where d is the coefficient of the marginal cost function of the agricultural monopolistic competitor; b is the coefficient of the inverse demand function; [] is the coefficient of average cost growth; m is the Pigovian tax rate; and e is the coefficient of the price elasticity of demand.
000146820 542__ $$fLicense granted by Andrew Fieldsend (andrew.fieldsend@aki.gov.hu) on 2013-03-28T15:23:54Z (GMT):

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000146820 650__ $$aAgribusiness
000146820 650__ $$aAgricultural and Food Policy
000146820 650__ $$aAgricultural Finance
000146820 650__ $$aDemand and Price Analysis
000146820 650__ $$aProduction Economics
000146820 6531_ $$amonopolistic competition
000146820 6531_ $$aagriculture
000146820 6531_ $$along-run
000146820 6531_ $$aequilibrium conditions
000146820 6531_ $$athe Pigovian tax rate
000146820 6531_ $$achaos
000146820 700__ $$aJablanovic, Vesna D.
000146820 773__ $$dFebruary 2013$$jVolume 115$$kNumber 1$$o60$$q57$$tStudies in Agricultural Economics
000146820 8564_ $$s678002$$uhttps://ageconsearch.umn.edu/record/146820/files/1124-Jablanovic_web.pdf
000146820 887__ $$ahttp://purl.umn.edu/146820
000146820 909CO $$ooai:ageconsearch.umn.edu:146820$$pGLOBAL_SET
000146820 912__ $$nSubmitted by Andrew Fieldsend (andrew.fieldsend@aki.gov.hu) on 2013-03-28T15:29:07Z
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  Previous issue date: 2013-02
000146820 982__ $$gStudies in Agricultural Economics>Volume 115, Number 1, February 2013
000146820 980__ $$a1316