ÉLÉMENTS D’ANALYSE DES CHAOS GAUSSIENS
Abstract: We extend a classical property of the gaussian random functions to the
gaussian chaoses of order two: Let be a gaussian real chaos of order two on
a metrizable compact set assume is a.s. continuous in then has
a modification with continuous paths. To prove this property, we adapt the tool
of the numerical oscillations [7] of the gaussian random vector-valued functions.
2000 AMS Mathematics Subject Classification: Primary: -; Secondary: -;
Key words and phrases: -