Anne Estrade

A central limit theorem for the Euler characteristic of a Gaussian excursion set

We study the Euler characteristic of an excursion set of a stationary isotropic Gaussian random field

Ball throwing on spheres

X:\Omega\times\mathbb{R}^d\to\mathbb{R}

How fast can the chord-length distribution decay?

. Let us fix a level

Backward Stochastic Differential Equations in a Lie Group

u\in \R

Non-symmetric approximations for manifold-valued semimartingales

and let us consider the excursion set above

Fractal anisotropy measurement of bone texture radiographs

u

Nonlinear filtering with a symmetric space valued discontinuous observation

,

A test of Gaussianity based on the Euler characteristic of excursion sets

A(T,u)=\{t\in T:\,X(t)\ge u\}

Anisotropic Analysis of Some Gaussian Models

where

Estimation of the 3D self-similarity parameter of trabecular bone from its 2D projection

T