Some recent papers related to intrinsic volumes

Intrinsic volumes of Brownian motion body.(with R. Vitale) One of a handful examples where the closed formulae of intrinsic volumes are obtained. The main tool is solid angles. (Discrete Comput. Geom 2001)

Intrinsic volumes and polar sets in spherical space. (With Hug and Schneider) Mathematicae Notae. Ano XLIVol. 1. (2003)

The mean of a maximal likelihood estimator associated with Brownian bridges. An interesting formula between the Brownian motion and the Brownian bridge. Similar to the relation between their moment generating functions, but different. (ECP 2004)

Non-zero boundaries of Leibniz half-space. For three or higher dimensional convex Banach space, the boundary of a Leibniz half space may have positive Lebesgue measure, solving a related conjecture. (Proc. Amer. Math. Soc. 2005)