HIGHLIGHTS
- who: Ale Jan Homburg from the KdV Institute for Mathematics, University of Amsterdam, Science Park, XG Amsterdam, The Netherlands have published the paper: Critical Intermittency in Random Interval Maps, in the Journal: (JOURNAL)
- what: The topic of this paper is another type of intermittency observed in random dynamical systems: the so-called critical intermittency introduced recently. The difference, however, is not principal and the conclusion remains exactly the same, the main reason being that the conditions (G1) and_(G4) imply the growth rate (1.2), and hence any good map admits a unique probability acim . . .
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