Environmental tax policy, habit formation and nonlinear dynamics

Nonlinear Analysis: Real World Applications

Volumn 12, Issue 1, 2011, Pages 246-253

  Chen, Hung Ju ^a   Li, Ming Chia ^b  

^a NATIONAL TAIWAN UNIVERSITY   (Taiwan)

^b NATIONAL CHIAO TUNG UNIVERSITY   (Taiwan)

Author keywords

Bifurcation; Chaos; Entropic chaos; Environmental quality; Habit formation; Multidimensional perturbation; Topological entropy

Indexed keywords

BIFURCATION; CHAOS; ENTROPIC CHAOS; ENVIRONMENTAL QUALITY; HABIT FORMATION; MULTIDIMENSIONAL PERTURBATION; TOPOLOGICAL ENTROPY;

BIFURCATION (MATHEMATICS); CHAOS THEORY; DIFFERENCE EQUATIONS; DYNAMICS; ECONOMICS; ENTROPY; TAXATION; TOPOLOGY;

ENVIRONMENTAL PROTECTION;

EID: 77958007327     PISSN: 14681218     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.nonrwa.2010.06.011     Document Type: Article

References (29)

1. A. Beltratti, G. Chichilnisky, G. Heal, Sustainable growth and the green golden rule, NBER Working Paper. No. 4430, 1993.
2. O. Tahvonen, and J. Kuuluvainen Economic growth, pollution and renewable resources Journal of Environmental Economics and Management 24 1993 101 118
3. A. John, and R. Pecchenino An overlapping generations model of growth and the environment Economic Journal 104 1994 1393 1410
4. A. John, R. Pecchenino, D. Schimmelpfennig, and S. Schreft Short-lived agents and the long-lived environment Journal of Public Economics 58 1995 127 141
5. A.L. Bovenberg, and S. Smulders Environmental quality and pollution-augmenting technological change in a two-sector endogenous growth model Journal of Public Economics 57 1995 369 391
6. A.L. Bovenberg, and S. Smulders Transitional impacts of environmental policy in an endogenous growth model International Economic Review 37 1996 861 893
7. A.L. Bovenberg, and R.A. de Mooij Environmental tax reform and endogenous growth Journal of Public Economics 63 1997 207 237
8. E.O'N. Fisher, and C. van Marrewijk Pollution and economic growth Journal of International Trade and Economic Development 7 1998 55 69
9. A.L. Bovenberg, and B.J. Heijdra Environmental tax policy and intergenerational distribution Journal of Public Economics 67 1998 1 24
10. A. Grimaud Pollution permits and sustainable growth in a Schumpeterian model Journal of Environmental Economics and Management 38 1999 249 266
11. M.-J. Gutierrez, Dynamic inefficiency in an overlapping generation economy with pollution and health costs, DFAEII-University of the Basque Country, Preprint, 2005.
12. R. Wendner Frames of reference, the environment, and efficient taxation Economics of Governance 6 2005 13 31
13. T. Ono Environmental tax policy in a model of growth cycles Economic Theory 22 2003 141 168 (Pubitemid 36878067)
14. J.-M. Grandmont On endogenous competitive business cycles Econometrica 53 1985 995 1045
15. P. Michel, and D. de la Croix Myopic and perfect foresight in the OLG model Economics Letters 67 2000 53 60
16. M. Yokoo Chaotic dynamics in a two-dimensional overlapping generations model Journal of Economic Dynamics and Controls 24 2000 909 934
17. J. Zhang Environmental sustainability, nonlinear dynamics and chaos Economic Theory 14 1999 489 500
18. T. Li, and J. Yorke Period three implies chaos American Mathematical Monthly 82 1975 985 992
19. A. Medio, and G. Negroni Chaotic dynamics in overlapping generations models with production W.A. Barnett, A.P. Kirman, M. Salmon, Non-Linear Dynamics and Economics 1996 Cambridge University Press 3 44
20. R. Day Irregular growth cycles American Economic Review 72 1982 406 414
21. M. Boldrin, K. Nishimura, T. Shigoka, and M. Yano Chaotic equilibrium dynamics in endogenous growth models Journal of Economic Theory 96 2001 97 132 (Pubitemid 33652978)
22. S. Auray, F. Collard, and P. Feve Money and external habit persistence: a tale for chaos Economics Letters 76 2002 121 127
23. T. Mitra A sufficient condition for topological chaos with an application to a model of endogenous growth Journal of Economic Theory 96 2001 133 152
24. M.-C. Li, and M. Malkin Topological horseshoes for perturbations of singular difference equations Nonlinearity 19 2006 795 811
25. J. Juang, M.-C. Li, and M. Malkin Chaotic difference equations in two variables and their multidimensional perturbations Nonlinearity 21 2008 1019 1040
26. M.-C. Li, M.-J. Lyu, and P. Zgliczynski Topological entropy for multidimensional perturbations of snap-back repellers and one-dimensional maps Nonlinearity 21 2008 2555 2567
27. W. de Melo, and S. van Strien One-Dimensional Dynamics 1993 Springer-Verlag NY
28. C. Robinson Dynamical Systems: Stability, Symbolic Dynamics, and Chaos 2nd ed. 1999 CRC Press Boca Raton, FL
29. B.-S. Du, S.-R. Hsiau, M.-C. Li, and M. Malkin An improved stability criterion with application to the Arneodo-Coullet-Tresser map Taiwanese Journal of Mathematics 11 2007 1369 1382