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Rang des systèmes dynamiques gaussiens
Authors:Thierry de la Rue
Institution:(1) Analyse et Modèles Stochastiques, URA CNRS 1378, Université de Rouen, Mathématiques, Site Colbert, F76821 Mont-Saint-Aignan Cedex, France
Abstract:Although some Gaussian dynamical systems, called “Gaussian-Kronecker”, share with rank one systems some unusual properties, we show in this work that a Gaussian dynamical system is never of finite rank. In fact, such a system can’t even be of local rank one.
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