Pages that link to "Item:Q2396678"
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The following pages link to A central limit theorem for Lipschitz-Killing curvatures of Gaussian excursions (Q2396678):
Displaying 16 items.
- A central limit theorem for the Euler characteristic of a Gaussian excursion set (Q504249) (← links)
- Lipschitz-Killing curvatures of excursion sets for two-dimensional random fields (Q1722068) (← links)
- Goodness-of-fit tests for complete spatial randomness based on Minkowski functionals of binary images (Q1786579) (← links)
- Central limit theorem for Lipschitz-Killing curvatures of excursion sets of Gaussian random fields (Q1800954) (← links)
- Central limit theorem in negative curvature (Q1902949) (← links)
- Asymptotic behaviour of level sets of needlet random fields (Q2105072) (← links)
- Fluctuations of the number of excursion sets of planar Gaussian fields (Q2137783) (← links)
- A central limit theorem for extrinsic antimeans and estimation of Veronese-Whitney means and antimeans on planar Kendall shape spaces (Q2181714) (← links)
- Characterization of anisotropic Gaussian random fields by Minkowski tensors (Q5078663) (← links)
- Limit theorems for excursion sets of subordinated Gaussian random fields with long-range dependence (Q5086899) (← links)
- On the excursion area of perturbed Gaussian fields (Q5110221) (← links)
- The central limit theorem in Lipschitz domains (an overview and the conformal invariance) (Q5315883) (← links)
- On 3-dimensional Berry's model (Q5856501) (← links)
- On the perimeter estimation of pixelated excursion sets of two‐dimensional anisotropic random fields (Q6196803) (← links)
- Surface area and volume of excursion sets observed on point cloud based polytopic tessellations (Q6591592) (← links)
- Spatial extremes and stochastic geometry for Gaussian-based peaks-over-threshold processes (Q6601111) (← links)
