Pages that link to "Item:Q1371007"

The following pages link to Central limit theory for the number of seeds in a growth model in \(\mathbb{R}^ d\) with inhomogeneous Poisson arrivals (Q1371007):

Displaying 15 items.

• Moderate deviations for some point measures in geometric probability (Q731680) (← links)
• Rare events in stochastic partial differential equations on large spatial domains (Q937114) (← links)
• Refined distributional approximations for the uncovered set in the Johnson-Mehl model. (Q1766018) (← links)
• Limit theorems for monotonic particle systems and sequential deposition. (Q1766060) (← links)
• Gaussian limits for random measures in geometric probability (Q1774217) (← links)
• Limit theory for random sequential packing and deposition (Q1872410) (← links)
• Moderate deviations for stabilizing functionals in geometric probability (Q2261593) (← links)
• Large deviations for functionals of spatial point processes with applications to random packing and spatial graphs (Q2387453) (← links)
• Variance asymptotics and central limit theorems for generalized growth processes with applications to convex hulls and maximal points (Q2468431) (← links)
• Limit theorems for functionals on the facets of stationary random tessellations (Q2469656) (← links)
• Limiting shapes for deterministic centrally seeded growth models (Q2473374) (← links)
• Percolation on random Johnson-Mehl tessellations and related models (Q2480807) (← links)
• Normal approximation for statistics of Gibbsian input in geometric probability (Q2786421) (← links)
• Functional central limit theorems for seeds in a linear birth and growth model (Q3178197) (← links)
• Nonparametric and Parametric Estimation for a Linear Germination‐Growth Model (Q4670408) (← links)