A NONLINEAR MODEL OF POLLUTION

Authors

  • Vesna D. Jablanovic Faculty of Agriculture, University of Belgrade, Belgrade, Serbia. Author

Keywords:

Chaos, Model, Pollution

Abstract

Chaotic or irregular systems does not fit any traditional patterns such as monotonic or periodic convergence or divergence, centre or limit cycle. Its time series appears to be erratic. It is significant that the discovery of chaos was made in application to forecasting weather, a system highly deterministic but with a bad record for prediction. In 1976 Otto E. Rössler found a simple system, which is the mose elementary geometric construction of chaos in continuous systems. In this paper, a pollution model will use a variant of Rössler Band, as the chaotic attractor most comprehensible and applicable to economics of environment.

References

Arrow K. and A. Fisher,Environmental Preservation, Uncertainty and Irreversibility, Quarterly Journal of Economics, 88, 1974, 313-19.

Boulding E., Keneth et al., The Environmental Crisis, New Haven, and London,Yale University Press, 1972.

H. von Storch, R.S.J. Tol, G. Floser ,Ed. Environmental Crisis Springer, 2008.

Lorenz, .N.,Deterministic nonperiodic flow, J.Atmos.Sci.20 , 1963, 130-141.

Rössler,O.,An equation for continuous chaos, Phys. Lett. 57A, 1976, 397-398.

Siebert,H.,Economics of the Environment, Berlin:Springer,1996.

Downloads

Published

2013-09-10

How to Cite

A NONLINEAR MODEL OF POLLUTION. (2013). INTERNATIONAL JOURNAL OF AGRICULTURAL SCIENCE AND TECHNOLOGY (IJAST), 1(1), 9-12. https://mylib.in/index.php/IJAST/article/view/IJAST_01_01_002