4 citations · 9 across the 12 of their papers we have counts for
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math.PR2014
STIT Process and Trees
Servet Martínez, Werner Nagel
We study several constructions of the STIT tessellation process in a window of $\RR^\ell$ and supply an exact formula for its transition probability.
math.PR2014
On the capacity functional of excursion sets of Gaussian random fields on
Marie Kratz, Werner Nagel
When a random field is thresholded on a given level , the excursion set is given by its indicator . The purpose of this work…
math.PR2014
The -Mixing Rate of STIT Tessellations
Servet Martínez, Werner Nagel
We consider homogeneous STIT tessellations in the -dimensional Euclidean space and show that the (spatial) -mixing rate converges to zero.