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Št. zadetkov: 5
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Recently (Nagel and Weiss, 2005), the class of homogeneous random tessellations that are stable under the operation of iteration (STIT) was introduced. In the present paper this model is reviewed and new results for the mean values of essential geometric features of STIT tessellations in two and thr ...
Leto: 2008 Vir: dLib.si Digitalna knjižnica Slovenije
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Leto: 2010 Vir: dLib.si Digitalna knjižnica Slovenije
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The densities of the intrinsic volumes - in 3D the volume density, surface density, the density of the integral of the mean curvature and the density of the Euler number - are a very useful collection of geometric characteristics of random sets. Combining integral and digital geometry we develop a m ...
Leto: 2009 Vir: dLib.si Digitalna knjižnica Slovenije
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The problem of estimating the Euler-Poincare characteristic (Euler number for short) of a set in the 3d Euclidean space is considered, given that this set is observed in the points of a lattice. In this situation, which is typical inimage analysis, the choice of an appropriate data-based discretisat ...
Leto: 2003 Vir: dLib.si Digitalna knjižnica Slovenije
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This paper presents a model of random tessellations that reflect several features of crack pattern. There are already several theoretical results derivedwhich indicate that thismodel can be an appropriate referencemodel. Some potential applications are presented in a tentative statistical study.
Leto: 2008 Vir: dLib.si Digitalna knjižnica Slovenije
Št. zadetkov: 5
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