The name is absent



low this second point will restore the lake to an oligotrophic state.

One sees that for q = 2 and 2 b 3 z3, the lake displays a reversible
hysteresis in its response to phosphorous loading. In this case, eutrophication
is reversible by the control of external phosphorous input alone.

References

C. Alaouze. A short run economic analysis of the eutrophication problem of the
barwon and darling rivers in new south wales. Technical report, Discussion
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M. A. Brooks and B. J. Heijdra. Rent-seeking and pollution taxation: An
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S. Carpenter, D. Ludwig, and W. Brock. Management of eutrophication for
lakes subject to potentially irreversible change.
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R. Damania. Political competition, rent seeking and the choice of environmental
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Environmental and Resource Economics, 13:415-433,
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W. D. Dechert and W. A. Brock. The lake game, 2000. URL http://www.ssc.
wisc.edu/econ/archive/wp2003- 24.pdf
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W. D. Dechert and S. I. O’Donnell. The stochastic lake game: A numerical
solution.
Journal of Economic Dynamics and Control, 30:1569-1587, 2005.

L. Grüne, M. Kato, and W. Semmler. Solving ecological management problems
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Journal of Economic Behavior and Organiza-
tion
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D. R. Lee. Rent-seeking and its implications for pollution taxation. Southern
Economic Journal
, 51(3):731-744, 1985.

K.-G. Müaler, A. Xepapadeas, and A. D. Zeeuw. The economics of shallow lakes.
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J. D. Murray. Mathematical Biology. Biomathematics. Springer-Verlag, 1989.

S. I. O’Donnell and W. D. Dechert. A stochastic lake game, 2004. URL http:
//panda.econ.uh.edu/research/stochastic.lake.ps
.

R. E. Ricklefs. Ecology. Chiron Press, 2nd edition, 1979.

M. Scheffer. Ecology of Shallow Lakes. Chapman & Hall, 1998.

G. Tullock. Efficient rent seeking. In J. M. Buchanan, R. D. Tollison, and
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112. Texax A & M University Press, 1980.

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