"Model selection"@en . "Harris recurrence"@en . "Dasha Loukianova" . "65C30 Invariant distribution"@en . "Invariant distribution"@en . . "Immigration"@fr . . "Maximum likelihood estimation"@en . "Hidden Markov model"@en . . "Confidence regions"@en . "Efficient drift estimation"@en . "L\u00E9vy-driven SDE"@en . . "Mathematics Subject Classification 60H35"@en . . "Recurrent regime"@en . "Propagation of chaos"@en . "Martingale measures"@en . "Localisation"@en . "Environment viewed by the particle"@en . "Ballistic regime"@en . "60E15"@en . "Loukianova" . "Maximum-likelihood estimation"@en . "Resolvents"@en . "KMT approximation"@en . "Multivariate nonlinear Hawkes processes with variable length memory"@en . "Random walk in random environment"@en . "Conditional propagation of chaos"@en . "Hewitt Savage theorem"@en . "Nummelin splitting"@en . "McKean-Vlasov equations"@en . "Diffusion process"@en . "Additive functionals"@en . "Non-asymptotic Gaussian concentration"@en . . "Sub-Ballistic random walk"@en . "Ergodic properties"@en . "Law of iterated logarithm"@en . "Mean field interaction"@en . "Cram\u00E9r-Rao efficiency"@en . "Exchangeability"@en . "Piecewise deterministic Markov processes"@en . "High frequency data"@en . "Inhomogeneous Markov chains"@en . "Asymptotic normality"@en . "Chacon-Ornstein theorem"@en . "KMT coupling"@en . "Regeneration method"@en . "Adaptive estimation"@en . "Continuous time Markov processes"@en . "Diffusion processes"@en . "Jump processes"@en . "Special functions"@en . "Mathematics Subject Classification 60H35 60G51 60E15 65C30 Invariant distribution diffusion processes jump processes inhomogeneous Markov chains non-asymptotic Gaussian concentration"@en . "Recurrent regime"@fr . "60G51"@en . "Multivariate nonlinear Hawkes processes"@en . "Nadaraya-Watson estimator"@en . "Interacting particle systems"@en . "Deviation inequalities"@en . "6241ae34ea75d66714ed113f0bc5cbd9" . "Branching process in random environment"@en . "Multitype branching-processe"@en . <191067075> . "Dasha" . "Ballistic random walk"@en .