Finite absolute continuity on an abstract Wiener space
G. V. RiabovTheory of Stochastic Processes
Vol.17 (33), no.1, 2011, pp.100-108
The finite absolute continuity of probability measures on an abstract Wiener space $(X, H, \mu)$ with respect to a Gaussian measure $\mu$ is studied. The limit theorem for the tails of such measures is proved.