HAL (France)
open access
Quantification of limit theorems of point processes : a focus on non linearity and criticality for Hawkes processes
This thesis is devoted to the quantitative study of limit theorems for functionals of Poisson processes, with a particular focus on Hawkes processes. The main objective is to obtain explicit bounds on the rate of convergence toward asymptotic limits using Wasserstein distances. First, a Gaussian app
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