Inhaltsverzeichnis
On the general converse central limit theorem in banach spaces. - Stable processes with continuous sample paths. - Conditions for absolute continuity. - A characterization of almost sure convergence. - Banach space valued gaussian processes. - The radon-nikodym property. - On B-convex orlicz spaces. - Lower layers in R 2 and convex sets in R 3 are not GB classes. - Invariant measures for linear operators. - On sums of independent random variables with values in Lp (2? p). - The generalized domain of attraction of a gaussian law on hilbert space. - Relation between central-limit theorem and law of the iterated logarithm in banach spaces. - Rates of growth for banach space valued independent increment processes. - Almost sure invariance principles for sums of B-valued random variables. - Hilbertian support of a probability measure on a banach space.