  From Crofton's formula for Minkowski tensors we derive stereological
estimators of translation invariant surface tensors of convex bodies in the
n-dimensional Euclidean space. The estimators are based on one-dimensional
linear sections. In a design based setting we suggest three types of
estimators. These are based on isotropic uniform random lines, vertical
sections, and non-isotropic random lines, respectively. Further, we derive
estimators of the specific surface tensors associated with a stationary process
of convex particles in the model based setting.
