3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.MG2024
A Blaschke-Petkantschin formula for linear and affine subspaces with application to intersection probabilities
Emil Dare, Markus Kiderlen, Christoph Thaele
Consider a uniformly distributed random linear subspace and a stochastically independent random affine subspace in , both of fixed dimension. For a natural cl…
math.MG2023★ 3 cited
Rotational Crofton Formulae with a Fixed Subspace
Emil Dare, Markus Kiderlen
The classical Crofton formula explains how intrinsic volumes of a convex body in -dimensional Euclidean space can be obtained from integrating a measurement function at sect…
math.PR2014
Surface tensor estimation from linear sections
Astrid Kousholt, Markus Kiderlen, Daniel Hug
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…