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Название: Repeller Structure in a Hierarchical Model. II. Metric Properties
Авторы: Livi R., Politi A., Ruffo S.
Аннотация:
Journal of Statistical Physics, Vol. 65, Nos. 1/2, 1991. p. 73-95.
We study the renormalization dynamics deriving from a hierarchical tight-binding Schredinger equation. In the Part I of this work we analyzed the topological structure of the recurrent set-a chaotic repeller-and its relation with the spectral problem. In this part we turn our attention to the metric properties of the repeller...