Iteration Stable Tessellations
Random Tessellations Generated by Division of Polytopes
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Beschreibung
This book introduces STIT tessellations, a class of random tessellations characterized by stability under iteration. They are generated by the successive division of polytopes in Euclidean space. The text unifies theoretical foundations with recent developments, serving as a comprehensive reference for researchers in stochastic geometry and neighboring disciplines where random tessellations find application.
Autor*in
Werner Nagel
Themen in »Iteration Stable Tessellations«
Stochastic Geometry Random Tessellatio Nesting of Tessellations STIT Tessellation Mondrian Tessellation Stochastische Geometrie Zufällige Tessellatio Verschachtelung von Tessellationen STIT-Tessellation Mondrian-Tessellation