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ORDER OUT OF CHAOS
ORDER OUT OF CHAOS: MAN'S NEW DIALOGUE WITH NATURE A Bantam Book I April 1984 New Age and the accompanying figure design as well as the statement "a search for meaning, growth and change" are trademarks of Bantam Books, Inc. All rights reserved. Copyright © 1984 by llya Prigogine and Isabelle Stengers. The foreword "Science and Change" copyright© 1984 by Alvin Tofjler. Book design by Barbara N. Cohen This book may not be reproduced in whole or in part, by mimeograph or tiny other means, without permission. For information address: Bantam Books, Inc. Library of Congress Cataloging in Publication Data Prigogine. I. (llya) Order out of chaos. 1 Based on the authors' Ia nouvelle alliance. Includes bibliographical references and index. I. Science-Philosophy. 2. Physics-Philosophy. 3. Thermodynamics. 4. Irreversible processes. I. Stengers, Isabelle. II. Prigogine, I. (Ilya) La nouvelle alliance. Ill. Title. QI75.P8823 1984 50 83-21 403 ISBN 0-553-34082-4 Published simultaneously in the United States and Canada Bantam Books are published by Bantam Books.Inc.lts trademark. consisting of the words "Bantam Books" and the portrayal of a rooster, is Registered in the United States Patent and Trademark Office and in other countries. Marca Registrada. Bantam Books, Inc., 666 Fifth Avenue, New York, New York 10103. PRINTED IN THE UNITED STATES OF AMERICA FG 0987654321
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Page 8 and 9: This book is dedicated to the memor
Page 10 and 11: 1. Heat, the Rival of Gravitation 1
Page 13 and 14: FOREWORD SCIENCE AND CHANGE by Alvi
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Page 29 and 30: PREFACE MAN'S NEW DIALOGUE WITH NAT
Page 31 and 32: xxfx MAN'S NEW DIALOGUE WITH NATURE
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Page 36 and 37: ORDER OUT OF CHAOS 2 As Roger Haush
Page 38 and 39: ORDER OUT OF CHAOS 4 This is a para
Page 40 and 41: ORDER OUT OF CHAOS 6 "Neolithic rev
Page 42 and 43: ORDER OUT OF CHAOS 8 We have discov
Page 44 and 45: ORDER OUT OF CHAOS 10 This book dea
Page 46 and 47: ORDER OUT OF CHAOS 12 As early as a
Page 48 and 49: ORDER OUT OF CHAOS 14 In addition,
Page 50 and 51: ORDER OUT OF CHAOS 16 from the engi
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ORDER OUT OF CHAOS 20 equilibrium p
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ORDER OUT OF CHAOS 22 One of the pr
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I I
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CHAPTER I THE TRIUMPH OF RE ASON Th
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29 THE TRIUMPH OF REASON then take
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31 THE TRIUMPH OF REASON downgraded
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33 THE TRIUMPH OF REASON is taken i
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36 THE TRIUMPH OF REASON jacket whi
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37 THE TRIUMPH OF REASON The Newton
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39 THE TRIUMPH OF REASON mythicaI f
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41 THE TRIUMPH OF REASON The Experi
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43 THE TRIUMPH OF REASON the theore
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45 THE TRIUMPH OF REASON tion of be
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47 THE TRIUMPH OF REASON mental sci
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49 THE TRIUMPH OF REASON Needham co
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51 THE TRIUMPH OF REASON everything
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53 THE TRIUMPH OF REASON But what c
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55 THE TRIUMPH OF REASON descriptio
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CHAPTER II THE IDENTIFICATION OFTHE
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59 THE IDENTIFICATION OF THE REAL m
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61 THE IDENTIFICATION OF THE REAL r
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63 THE IDENTIFICATION OF THE REAL l
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65 THE IDENTIFICATION OF THE REAL T
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67 THE IDENTIFICATION OF THE REAL d
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69 THE IDENTIFICATION OF THE REAL v
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71 THE IDENTIFICATION OF THE REAL d
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73 THE IDENTIFICATION OF THE REAL e
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75 THE IDENTIFICATION OF THE REAL L
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77 THE IDENTIFICATION OF THE REAL i
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CHAPTER Ill THE TWO CULTURES Didero
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81 THE TWO CULTURES unity, of that
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83 THE TWO CULTURES simply the sum
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85 THE TWO CULTURES formed Europe t
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87 THE TWO CULTURES these objects i
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89 THE TWO CULTURES Kant's critical
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91 THE TWO CULTURES took his search
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93 THE TWO CULTURES ence at its apo
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95 THE TWO CULTURES from that of st
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97 THE TWO CULTURES to formulate th
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99 THE TWO CULTURES silent that Kan
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BOOK TWO THE SCIENCE OF COMPLEXITY
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CHAPTER IV ENERGY AND THE INDUSTRIA
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105 ENERGY AND THE INDUSTRIAL AGE g
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107 ENERGY AND THE INDUSTRIAL AGE v
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109 ENERGY AND THE INDUSTRIAL AGE p
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111 ENERGY AND THE INDUSTRIAL AGE a
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.. ... 113 ENERGY AND THE INDUSTRIA
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115 ENERGY AND THE INDUSTRIAL AGE H
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117 ENERGY AND THE INDUSTRIAL AGE O
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123 ENERGY AND THE INDUSTRIAL AGE t
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125 ENERGY AND THE INDUSTRIAL AGE t
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127 ENERGY AND THE INDUSTRIAL AGE C
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129 ENERGY AND THE INDUSTRIAL AGE T
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ORDER OUT OF CHAOS 132 processes pr
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ORDER OUT OF CHAOS 134 different "r
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ORDER OUT OF CHAOS 136 -+ Y + B. We
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ORDER OUT OF CHAOS 138 induces a pr
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ORDER OUT OF CHAOS 140 any specific
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ORDER OUT OF CHAOS 142 organization
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ORDER OUT OF CHAOS 144 structures,
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ORDER OUT 0 CHAOS 146 Beyond the Th
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ORDER OUT OF CHAOS 148 flashes of r
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ORDER OUT OF CHAOS 150 Here we must
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ORDER OUT OF CHAOS 152 were known t
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ORDER OUT OF CHAOS 154 inhibitions
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ORDER OUT OF CHAOS 156 librium, and
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ORDER OUT OF CH AOS 158 cAMP synthe
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ORDER OUT OF CHAOS 160 Bifurcations
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ORDER OUT OF CHAOS 162 they may rep
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. . .. .. . . . ORDER OUT OF CHAOS
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ORDER OUT OF CHAOS 166 ues of light
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ORDER OUT OF CHAOS ' 168 TRACES OF
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ORDER OUT OF CHAOS 170 tween or amo
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ORDER OUT OF CHAOS 172 tions as mec
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ORDER OUT OF CHAOS 174 commensurabl
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ORDER OUT OF CHAOS 176 We are tempt
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ORDER OUT OF CHAOS 178 Once again,
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ORDER OUT OF CHAOS 180 particles in
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ORDER OUT OF CHAOS 182 high density
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ORDER OUT OF CH AOS 184 diagram, to
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ORDER OUT OF CHAOS 186 • > , , .
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ORDER OUT OF CHAOS 188 (a) (b) Figu
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ORDER OUT OF CHAOS 190 intrusion is
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ORDER OUT OF CHAOS 192 Logistic Evo
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ORDER OUT OF CHAOS 194 ploiting exi
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ORDER OUT OF CHAOS 196 Figure 21 sh
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ORDER OUT OF CHAOS 198 65 • 66
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ORDER OUT OF CHAOS 200 62 • 65
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ORDER OUT OF CHAOS 202 i7 • 71
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ORDER OUT OF CHAOS 204 tion, be it
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ORDER OUT OF CHAOS 206 the regimes
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ORDER OUT OF CHAOS 208 Everywhere w
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BOOK THREE FROM BEING TO BECOMING
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CHAPTER VII REDISCOVERING TIME A Ch
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215 REDISCOVERING TIME that, we are
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217 .REDISCOVERING TIME Thermodynam
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219 REDISCOVERING TIME beings compo
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22'1 REDISCOVERING TIME We therefor
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223 REDISCOVERING TIME pendent in t
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225 REDISCOVERING TIME periments wi
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227 REDISCOVERING TIME erations pla
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229 REDISCOVERING TIME ibility and
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231 REDISCOVERING TIME that, at the
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CHAPTER VIII THE CLASH OF DOCTRINES
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235 THE CLASH OF DOCTRINES not in t
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237 THE CLASH OF DOCTRINES Figure 2
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239 THE CLASH OF DOCTRINES events c
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241 THE CLASH OF DOCTRINES Maxwell
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243 THE CLASH OF DOCTRINES tion of
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.. 245 THE CLASH OF DOCTRINES with
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247 THE CLASH OF DOCTRINES Dynarnic
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29 THE CLASH OF DOCTRINES meeting t
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251 THE CLASH OF DOCTRINES der, but
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253 THE CLASH OF DOCTRINES standing
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255 THE CLASH OF DOCTRINES Arruw of
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ORDER OUT OF CHAOS 258 However conv
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ORDER OUT OF CHAOS 260 Irreversibil
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ORDER OUT OF CHAOS 262 y 0) a v b)
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265 IRREVERSIBILITY-THE ENTROPY BAR
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ORDER OUT OF CHAOS 266 To avoid the
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ORDER OUT OF CHAOS 268 We would lik
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ORDER OUT OF CHAOS 270 p Figure 37.
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ORDER OUT OF CHAOS 272 calculate th
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ORDER OUT OF CHAOS 274 We know only
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ORDER OUT OF CHAOS 276 pie physical
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ORDER OUT OF CHAOS 278 "twirl time.
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ORDER OUT OF CHAOS 280 tracting fib
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ORDER OUT OF CHAOS 282 particles en
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ORDER OUT OF CHAOS 284 Suppose we w
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ORDER OUT OF CHAOS 286 through the
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ORDER OUT OF CHAOS 288 procedure. E
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ORDER OUT OF CHAOS 290 the physics
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ORDER OUT OF CHAOS 292 the core of
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ORDER OUT OF CHAOS 294 Nearer to ou
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ORDER OUT OF CHAOS 296 Indeed, it i
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ORDER OUT OF CHAOS 298 on the level
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ORDER OUT OF CHAOS 300 ativity, qua
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ORDER OUT OF CHAOS 302 explicit ins
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ORDER OUT OF CHAOS 304 Denique si s
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ORDER OUT OF CHAOS 306 cal descript
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ORDER OUT OF CHAOS 306 The academic
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ORDER OUT OF CHAOS 310 chanics are
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ORDER OUT OF CHAOS 312 results and
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NOTES Introduction I. I. BERLIN, Ag
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317 NOTES 11. A. K oESTLER, The Roo
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319 NOTES on W. Scarr, The Conflict
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321 NOTES Chapter 3 1. R. NISBET, H
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323 NOTES 4. C. SMITH, "Natural Phi
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325 NOTES Physics, Collection of Le
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327 NOTES spectrum of collective be
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329 NOTES 3. J. FRASER, "The Princi
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331 NOTES "Maxwell's Demon" and P.
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333 NOTES 11. H. PoiNCARE, "Le Hasa
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INDEX Note: Page numbers given in b
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337 144-45; thermodynamic descripti
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339 Eigen, M., 190-91 Eigenfunction
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341 Galileo, 40, 41, 50, 51, 305; o
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343 INDEX Layzer, David, xxv Lebens
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345 Opticks (Newton), 28 Optimizati
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3
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34Q Whitehead, Alfred North, 10, 17
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