Baillon JB, Clément PPJE, Greven A, den Hollander F (1995)
Publication Language: English
Publication Type: Journal article, Original article
Publication year: 1995
Publisher: University of Toronto Press
Book Volume: 47
Pages Range: 3-27
Journal Issue: 1
URI: https://openaccess.leidenuniv.nl/handle/1887/63061
This paper analyzes the «-fold composition of a certain non-linear
integral operator acting on a class of functions on [0,1 ]. The attracting orbit is identified
and various properties of convergence to this orbit are derived. The results imply that
the space-time scaling limit of a certain infinite system of interacting diffusions has
universal behavior independent of model parameters.
APA:
Baillon, J.-B., Clément, P.P.J.E., Greven, A., & den Hollander, F. (1995). On the attracting orbit of a nonlinear transformation arising from renormalisation of hierarchially interacting diffusions. Part I: The compact case. Canadian Journal of Mathematics-Journal Canadien De Mathematiques, 47(1), 3-27.
MLA:
Baillon, Jean-Bernard, et al. "On the attracting orbit of a nonlinear transformation arising from renormalisation of hierarchially interacting diffusions. Part I: The compact case." Canadian Journal of Mathematics-Journal Canadien De Mathematiques 47.1 (1995): 3-27.
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