Author:
Baillon J. B.,Clément PH.,Greven A.,Hollander F. Den
Abstract
AbstractThis paper analyzes the n-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.
Publisher
Canadian Mathematical Society
Cited by
16 articles.
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