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: We present a general conceptual framework for self-organized criticality (SOC), based on the recognition that it is nothing but the expression, "unfolded" in a suitable parameter space, of an underlying unstable dynamical critical point. More precisely, SOC is shown to result from the tuning of the order parameter to a vanishingly small, but positive value, thus ensuring that the corresponding control parameter lies exactly at its critical value for the underlying transition. This clarifies the role and nature of the very slow driving rate common to all systems exhibiting SOC. This mechanism is shown to apply to models of sandpiles, earthquakes, depinning, fractal growth and forest-fires, which have been proposed as examples of SOC. R'esum'e : Nous proposons une strat'egie g'en'erale pour identifier le m'ecanisme responsable des ph'enom`enes critiques auto-organis'es, bas'ee sur l'id'ee qu'ils sont simplement la traduction, dans un espace de param`etres choisis, d'un point critique d...
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Sornette et al. (1995) studied this question.
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