Publication: From Step Reinforced Random Walks to Noise Reinforced Lévy Processes and Excursion Theory for Markov Processes Indexed by Lévy Trees
From Step Reinforced Random Walks to Noise Reinforced Lévy Processes and Excursion Theory for Markov Processes Indexed by Lévy Trees
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Rosales Ortiz, A. (2024). From Step Reinforced Random Walks to Noise Reinforced Lévy Processes and Excursion Theory for Markov Processes Indexed by Lévy Trees. (Dissertation, University of Zurich) https://doi.org/10.5167/uzh-261294
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The content of this thesis, written under the supervision of Jean Bertoin and Armand Riera from September 2020 to June 2023 at the University of Zürich, is composed by two independent and non-related parts. The first one is titled From step reinforced random walks to noise reinforced Lévy processes and falls into the broader setting of reinforcement of stochastic processes. It is composed by the two works [1] and [2], the first one written in collaboration with Marco Bertenghi. The first work [1] has been published in Journal of S
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Rosales Ortiz, A. (2024). From Step Reinforced Random Walks to Noise Reinforced Lévy Processes and Excursion Theory for Markov Processes Indexed by Lévy Trees. (Dissertation, University of Zurich) https://doi.org/10.5167/uzh-261294
