@phdthesis{cavallazzi:tel-04380512,
TITLE = {{\'E}quations diff{\'e}rentielles stochastiques dirig{\'e}es par des bruits de L{\'e}vy : syst{\`e}mes de particules en interaction de type champ moyen et processus de McKean-Vlasov},
AUTHOR = {Cavallazzi, Thomas},
URL = {https://theses.hal.science/tel-04380512},
NUMBER = {2023URENS045},
SCHOOL = {Universit{\'e} de Rennes},
YEAR = {2023},
MONTH = Jun, KEYWORDS = {Stochastic differential equations ; L{\'e}vy processes ; McKean-Vlasov processes ; Mean-Field ; Propagation of chaos ; Ito's formula along a flow of measures ; {\'E}quations diff{\'e}rentielles stochastiques ; Processus de L{\'e}vy ; Processus de McKean-Vlasov ; Champ moyen ; Propagation du chaos ; Formule d'It{\^o} le long d'un flot de mesures},
TYPE = {Theses},
PDF = {https://theses.hal.science/tel-04380512/file/CAVALLAZZI_Thomas.pdf},
HAL_ID = {tel-04380512},
HAL_VERSION = {v1},
}