Pages that link to "Item:Q3566391"
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The following pages link to New Classes of Random Tessellations Arising from Iterative Division of Cells (Q3566391):
Displaying 13 items.
- Inhomogeneous random planar tessellations generated by lines (Q471245) (← links)
- Intrinsic volumes of the maximal polytope process in higher dimensional STIT tessellations (Q544502) (← links)
- Self-generating hexagonal cell division patterns (Q912395) (← links)
- Random partitions of the plane via Poissonian coloring and a self-similar process of coalescing planar partitions (Q1660625) (← links)
- Proofs of the conjectures by Mecke for mixed line-generated tessellations (Q2439853) (← links)
- Splitting tessellations in spherical spaces (Q2631850) (← links)
- Topological relationships in spatial tessellations (Q3111051) (← links)
- Spatial Stit Tessellations: Distributional Results for I-Segments (Q3167332) (← links)
- How many T-tessellations on <i>k</i> lines? Existence of associated Gibbs measures on bounded convex domains (Q3452730) (← links)
- EIKONAL-BASED MODELS OF RANDOM TESSELLATIONS (Q5224408) (← links)
- Cell Shape Analysis of Random Tessellations Based on Minkowski Tensors (Q5275823) (← links)
- The iteration of random tessellations and a construction of a homogeneous process of cell divisions (Q5387077) (← links)
- Shape-driven nested Markov tessellations (Q5411917) (← links)