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