Deep Simplicity: Bringing Order To Chaos And ComplexityOver the past two decades, no field of scientific inquiry has had a more striking impact across a wide array of disciplines–from biology to physics, computing to meteorology–than that known as chaos and complexity, the study of complex systems. Now astrophysicist John Gribbin draws on his expertise to explore, in prose that communicates not only the wonder but the substance of cuttingedge science, the principles behind chaos and complexity. He reveals the remarkable ways these two revolutionary theories have been applied over the last twenty years to explain all sorts of phenomena–from weather patterns to mass extinctions. Grounding these paradigmshifting ideas in their historical context, Gribbin also traces their development from Newton to Darwin to Lorenz, Prigogine, and Lovelock, demonstrating how–far from overturning all that has gone before–chaos and complexity are the triumphant extensions of simple scientific laws. Ultimately, Gribbin illustrates how chaos and complexity permeate the universe on every scale, governing the evolution of life and galaxies alike. 
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User Review  Darko Doko  GoodreadsLife emerges right at the edge of chaos, love it! Read full review
Contents
Section 1  3 
Section 2  40 
Section 3  74 
Section 4  81 
Section 5  82 
Section 6  85 
Section 7  89 
Section 8  91 
Section 11  100 
Section 12  105 
Section 13  110 
Section 14  145 
Section 15  151 
Section 16  187 
Section 17  214 
Section 18  254 
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Common terms and phrases
asteroid asteroid belt atmosphere atoms attractor behavior box of gas calculations Cantor set carbon dioxide cell chemical clouds complex daisies Daisyworld described developed Earth earthquakes edge of chaos Edward Lorenz effect energy entropy equations equilibrium evolution evolutionary evolve example extinctions feedback ﬁeld ﬁnd ﬁrst ﬁt ﬁtness ﬂies ﬂow ﬂuctuations ﬂuid forecasting fractal Gaia Galaxy genes going grains gravity happens heat ice age idea inﬁnite inﬂuence insight interactions involved iteration kind Koch curve landscape less look Lorenz Lorenz attractor Lovelock Mars mathematical mathematicians Maxwell's equations million molecules moving Newton's laws noise obeys a power object orbit particles pattern phase space physical planets Poincare population power law predict produced punctuated equilibrium random sandpile scale scientiﬁc selforganized selforganized critical simple single Solar System species speciﬁc square stars surface temperature theory thermodynamics things tion trajectory Turing Universe