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Empirical processes Mixture models Inverse problem EM algorithm Moment inequalities Image restoration Mathématiques Hidden Markov model Recurrent events Almost sure invariance principle Diffusion process Robustness Blow-up Gaussian process Sanskrit Denoising Epidemic control Cell polarisation Random matrices Deconvolution Survival analysis Martingales Machine learning Condensation MPEG Optimal transport Image analysis Image registration Breast cancer Optimal Transport Penalized contrast Diffusion processes Euler characteristic Elasticity Estimation Variational inference Stochastic differential equations Censored data Estimating equations Consistency Regression Survival Clustering Asymptotic convergence Gaussian fields Stationary sequences Projection estimators Fractional Brownian motion Stochastic geometry Image denoising Gaussian processes Central limit theorem Random fields Empirical process Boolean model Model selection Anisotropy Hidden Markov models Occupational exposure Mathematics Rate of convergence Stochastic partial differential equations Parametric inference Image processing Phase transition Percolation Extreme-value statistics Extremes Nonparametric estimation Cross-validation Epidemiology Poisson point process Fourier transform Total variation Inverse problems Markov chain Crossings Deterministic model Cox model Hermite basis Mathematical morphology Prediction Hydrodynamic limit Laguerre basis Vaccine Contact tracing Asymptotic normality Classification Wasserstein distance Discrete observations Gaussian field Texture synthesis Excursion sets Adaptive estimation Facial reconstruction Density estimation Discrete time observations Hermite polynomials LDDMM Homogenization