We show that the addition of noise to chaotic one-dimensional maps may reduce the average orbital divergence and cause locally convergent orbits, thus making their synchronization possible. This phenomenon, however, is not a general one: in fact, we find that for a wide class of one-dimensional maps the presence of noise enhances, rather than reduces, orbital divergence.
Effects of noise on chaotic one-dimensional maps
MALESCIO, Gianpietro
1996-01-01
Abstract
We show that the addition of noise to chaotic one-dimensional maps may reduce the average orbital divergence and cause locally convergent orbits, thus making their synchronization possible. This phenomenon, however, is not a general one: in fact, we find that for a wide class of one-dimensional maps the presence of noise enhances, rather than reduces, orbital divergence.File in questo prodotto:
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