Pages that link to "Item:Q5475387"

The following pages link to The dead leaves model: a general tessellation modeling occlusion (Q5475387):

Displaying 16 items.

• Recovering relative depth from low-level features without explicit T-junction detection and interpretation (Q361277) (← links)
• Interacting particle systems as stochastic social dynamics (Q373520) (← links)
• A comparison of random field models beyond bivariate distributions (Q632145) (← links)
• Grain rotations and distortions in the asymptotic variance of vacancy of the Boolean model (Q719600) (← links)
• Bayesian nonparametric binary regression via random tessellations (Q1036741) (← links)
• Criticality and covered area fraction in confetti and Voronoi percolation (Q2073424) (← links)
• Leaves on the line and in the plane (Q2184619) (← links)
• Analysis of the fragments of a ‘dead leaves’ mosaic via a puzzle-fitting function Φ (<i>r</i>,<i>L</i>₀) (Q2846082) (← links)
• The transparent dead leaves model (Q2879904) (← links)
• A Harris-Kesten theorem for confetti percolation (Q3192386) (← links)
• The set covariance of a dead leaves model (Q4547094) (← links)
• The critical probability for confetti percolation equals 1/2 (Q4978434) (← links)
• A Mecke-type formula and Markov properties for STIT tessellation processes (Q5369222) (← links)
• Random sequential covering (Q6040413) (← links)
• Phase transitions and noise sensitivity on the Poisson space via stopping sets and decision trees (Q6076725) (← links)
• Multifractal analysis of sums of random pulses (Q6076960) (← links)