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Название: Renormalization of Binary Trees Derived from One-Dimensional Unimodal Maps
Авторы: Go Y., Rusjan E., Zweifel P.
One of the most important goals of studying chaos is to find universalities. In one-dimensional unimodal maps universalities are well exhibited. For example, the Feigenbaum exponent /delta which describes the rate of convergence of bifurcation point toward the accumulation point is universal. (1) Furthermore, applying a renormalization operation to a one-dimensional quadratic map, it is found that this operator has a unique fixed point.