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ORDER OUT OF CHAOS<br />

204<br />

tion, be it of animals, activities, or habits. What is presupposed<br />

is that each member of a given population can be taken<br />

as the equivalent of any of the others. But this general equivalence<br />

can itself be seen not as a simple general fact but as an<br />

approximation, the validity of which depends on the constraints<br />

and pressures to which this population was submitted<br />

and on the strategy it used to cope with them.<br />

Take, for example, the distinction ecologists have proposed<br />

between K and r strategies. K and r refer to the parameters in<br />

logistic equations. Though this distinction is only relative, it is<br />

especially clear when it characterizes the divergence resulting<br />

from a systematic interaction between two populations, particularly<br />

the prey-predator interaction. In this view, the typical<br />

evolution for a prey population will be the increase in the reproduction<br />

rate r. The predator will evolve toward more effective<br />

ways of capturing its prey-that is, toward an amelioration<br />

of K. But this amelioration, defined in a logistic frame, is liable<br />

to have consequences that go beyond the situations defined by<br />

logistic equations.<br />

As Stephen 1. Gould remarked, 16 a K strategy implies individuals<br />

becoming more and more able to learn from experience<br />

and to store memories-that is, individuals more<br />

complex with a longer period of maturation and apprenticeship.<br />

This in turn means individuals both more "valuable"­<br />

representing a larger biological investment-and characterized<br />

by a longer period of vulnerability. The development of<br />

"social" and "family" ties thus appears as a logical counterpart<br />

of the K strategy. From that point on, other factors, besides<br />

the mere number of individuals in the population,<br />

become more and more relevant and the logistic equation measuring<br />

the success by the number of individuals becomes misleading.<br />

We have here a particular example of what makes<br />

modelization so risky. In complex systems, both the definition<br />

of entities and of the interactions among them can be modified<br />

by evolution. Not only each state of a system but also the very<br />

definition of the system as modelized is generally unstable, or<br />

at least metastable.<br />

We come to problems where methodology cannot be separated<br />

from the question of the nature of the object investigated.<br />

We cannot ask the same questions about a population of<br />

flies that reproduce and die by millions without apparently

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