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Gleick

J. Gleick, Chaos Making a New Science Viking, New York (1987). [Pg.197]

P. H. Gleick, ed.. Water in Crisis, A. Guide to the World s Fresh Water Resources, Oxford University Press, Oxford, U.K., 1993. [Pg.218]

Gleick PH (2003) Global Freshwater Resources Soft-Path Solutions for the 21st Century. Science 302 1524-1528... [Pg.92]

Gleick PH (2002) Dirty water estimated deaths from water-related diseases 2000-2020. Pacific Institute for Studies in Development, Environment and Security, www.pacinst.org/ reports/ water related deaths /water related deaths report.pdf... [Pg.160]

Shiklomanov I (1993) World fresh water resources. In Gleick P (ed) Water in crisis. Oxford University Press, New York, pp 13-24... [Pg.172]

Baron JS, Poff NL, Angermeier PL, Dahm CN, Gleick PH, Hairston NG Jr, Jackson RB, Johnston CA, Richter BD, Steinman AD (2002) Meeting ecological and societal needs for freshwater. Ecol Appl 12 1247-1260... [Pg.192]

Gleick, James. Isaac Newton. Allan Corduner, Narrator Harperaudio, 2003. [Pg.272]

Gleick, James. Isaac Newton. London, New York Fourth Estate, 2003. xii, 289p. ISBN 0-00-716317-7... [Pg.272]

This is the total rate of water withdrawal from all sources and for all purposes, divided by the total population (Gleick, 1993, Section H). [Pg.87]

The global hydrological cycle. Rates are In units of km /y and reservoir volumes In km . Note that global estimates of rates and reservoirs are still a matter of uncertainty leading to the ranges reported In the figure. Sources-. (1) Gleick, P. M. (1993). Water in Crisis. Oxford University Press, p. 14. [Pg.22]

Gleick P (1998) Water and Human Health. The World s Water, The Biennial Report on Freshwater Resources 1998-1999, Island Press, Washington, p 39-67... [Pg.272]

Gleick, J. (1988). Chaos. Making a New Science . Sphere Books, London. [Pg.42]

Good nontechnical, nonfiction writing can provide a model for exposition. Well-written history and biography (e.g., works by H. W. Brand, Martin Gilbert, Paul Johnson, and William Manchester) are useful for learning to handle time and sequence. Well-written popular science books and novels (e.g., by such authors as Isaac Asimov, Michael Crichton, Steven Levy, and James Gleick) are useful in learning that the presentation of factual information need not be dull. [Pg.70]

Gleick J (1987) Chaos Making a new science, Viking Penguin, New York, pp 99... [Pg.311]

Gleick, James. Genius. Pantheon Books, New York. 1992. [Pg.489]

This is a difference equation widely used as a model in ecology and population dynamics (May (1974, 1987), Gleick (1987), Devaney (1992), Ott (1993)). Let Xn be the (normalized) number of individuals of some biological species present in year n. Then, the prescription (1.2.1) predicts the number of individuals in the following year n -I-1. The logistic map... [Pg.13]

Page 103. You don t even have to make cars. . . Levitation Science Brings Magic to Life, by James Gleick in The New York Times, July 7, 1987, Science Times section. [Pg.219]

The investigation of chaotic dynamics has also spread to weather forecasting and the physical sciences. An excellent popularization by Gleick (1987) reviews the discovery of the phenomena, from the butterflies of Lorenz in the modeling of weather to complexity theory. What follows is only a brief introduction. [Pg.303]

Lorenz s paper (Lorenz 1963) is deep, prescient, and surprisingly readable— look it up It is also reprinted in Cvitanovic (1989a) and Hao (1990). For a captivating history of Lorenz s work and that of other chaotic heroes, see Gleick (1987). [Pg.301]

According to Gleick (1987, p. 69), May wrote the logistic map on a corridor blackboard as a problem for his graduate students and asked, What the Christ happens for r > r T The answer turns out to be complicated For many values of r, the sequence never settles down to a fixed point or a periodic orbit—... [Pg.355]

According to Gleick (1987, p. 149), Henon became interested in the problem after hearing a lecture by the physicist Yves Pomeau, in which Pomeau described the numerical difficulties he had encountered in trying to resolve the tightly packed sheets of the Lorenz attractor. The difficulties stem from the rapid volume contraction in the Lorenz system after one circuit around the attractor, a volume in phase space is typically squashed by a factor of about 14,000 (Lorenz 1963). [Pg.429]

Gleick, J. Genius The Life and Science of Richard Feynman. New York Pantheon, 1992. [Pg.195]


See other pages where Gleick is mentioned: [Pg.189]    [Pg.547]    [Pg.755]    [Pg.755]    [Pg.131]    [Pg.157]    [Pg.70]    [Pg.228]    [Pg.12]    [Pg.457]    [Pg.303]    [Pg.3]    [Pg.372]    [Pg.433]    [Pg.476]    [Pg.66]    [Pg.174]   
See also in sourсe #XX -- [ Pg.70 ]




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Gleick, James

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