### Asymptotic behaviour of the distribution density of some Lévy functionals in R^{n}

**V. Knopova**

*Theory of Stochastic Processes*

*Vol.17 (33), no.2, 2011, pp.35-54*

The paper is devoted to the asymptotic behaviour of the distribution density of some Lévy functionals in R

^{n}. We generalize the results obtained in [18] for the case when θ(t)+‖x‖ → ∞, where θ(t) is some "scaling" function, and (t, x) belong to a suitable domain of R

_{+}× R

^{n}.