Essential Writings of Henri Poincare’ Stephen Jay Gould
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…ern of my day, the people I meet and the level of stress I experience. I’m sure you can think of similar experiences. Henri Poincaré, a French mathematician, first studied the effect back in 1880. Poincaré was trying to solve an old mathematical problem called the Three Body Pr...
… plank interval 131, 255 Plato 149, 179 Podolsky, Jacob 332 poem computer created 134 Poincaré Conjecture 357 Poincaré, Henri 171, 180 Polaroid lenses 332 police strike 54 Polish Intelligence Bureau 211 polynomial 164 polywater 157 positivism 153 positron emission tomography 107...
…justify the risk, even if they appeared in the worn clothes and dated cars of old money. In his 1913 Dernieres Penses, Henri Poincare’, France’s seminal theorist in nonlinear dynamical systems theory, described intuition as a mental faculty which allows us to “...immediately see...
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…1975. Godtalk, Travels in Spiritual America, Brad Gooch, Knopf, N.Y. 2002 The Value of Science, Essential Writings of Henri Poincare’ Stephen Jay Gould, Modern Library, Random House, N.Y. 2001 From Being to Becoming, /lya Prigogine, Freeman, San Francisco, 1980 The Developmen...
…nd of grace. Oscillations that appear spontaneously in nonlinear systems without external periodic input were known to Henri Poincaré in 1882, and were systematically studied and made accessible to non-mathematicians by early 20" Century Russian mathematicians and physicists, we...
J. (1985) Poincare’s Papers on Fuchsian Groups. Springer-Verlag
can be viewed also as Poincaré’s topological center.
172 Are the Androids Dreaming Yet? at some point in the future. The only way to know is to build a perfect model of the system and see what happens. Poincaré won a valuable prize for his proof from the King of Bavaria. You can see some amazingly complex orbits plotted below. Rem...
the foundational Poincare-Bendixon theorem says that any such
extending the ideas of Poincaré and D’Arcy Thompson
a “Poincaré surface of section.” This could yield a roundish
an intuitive similarity about which Poincare experienced his
J. (1985) Poincare’s Papers on Fuchsian Groups. Springer-Verlag