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ORDER OUT OF CHAOS<br />

206<br />

the regimes of stability? Since size or the system's density<br />

may play the role of a bifurcation parameter, how may purely<br />

quantitative growth lead to qualitatively new choices? Questions<br />

such as these call for an ambitious program indeed. As<br />

with the rand K strategies, they lead us to connect the choice<br />

of a "good" model for social behavior and history. How does<br />

the evolution of a population lead it to become more "mechanical"?<br />

This question seems parallel to questions we have already<br />

met in biology. How, for example, does the selection of<br />

the genetic information governing the rates and regulations of<br />

metabolic reactions favor certain paths to such an extent that<br />

development seems to be purposive or appear as the translation<br />

of a "message"?<br />

We believe that models inspired by the concept of "order<br />

through fluctuations" will help us with these questions and<br />

even permit us in some circumstances to give a more precise<br />

formulation to the complex interplay between individual and<br />

collective aspects of behavior. From the physicist's point of<br />

view, this involves a distinction between states of the system<br />

in which all individual initiative is doomed to insignificance on<br />

the one hand, and on the other, bifurcation regions in which an<br />

individual, an idea, or a new behavior can upset the global<br />

state. Even in those regions, amplification obviously does not<br />

occur with just any individual, idea, or behavior, but only with<br />

those that are "dangerous"-that is, those that can exploit to<br />

their advantage the nonlinear relations guaranteeing the stability<br />

of the preceding regime. Thus we are led to conclude<br />

that the same nonlinearities may produce an order out of the<br />

chaos of elementary processes and still, under different circumstances,<br />

be responsible for the destruction of this same<br />

order, eventually producing a new coherence beyond another<br />

bifurcation.<br />

"Order through fluctuations" models introduce an unstable<br />

world where small causes can have large effects, but this world<br />

is not arbitrary. On the contrary, the reasons for the amplification<br />

of a small event are a legitimate matter for rational inquiry.<br />

Fluctuations do not cause the transformation of a systefll 's activity.<br />

Obviously, to use an image inspired by Maxwell, the<br />

match is responsible for the forest fire, but reference to a<br />

match does not suffice to understand the fire. Moreover, the<br />

fact that a fluctuation evades control does not mean that we

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