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UID:20250814T013207EDT-5095EpFgNj@132.216.98.100
DTSTAMP:20250814T053207Z
DESCRIPTION:Title: Dynamics of McKean-Vlasov type with weak regularity cond
 itions and related particle approximations\n\nAbstract: This talk is dedic
 ated to present quantitative propagation of chaos results for smoothened i
 nteracting particle systems related to a class of singular kinetic/Langevi
 n-type McKean-Vlasov SDEs driven by a non-degenerate symmetric stable Levy
  noise. Singularities in the mean-field limit emerges with a pairwise inte
 raction kernel belonging to a class of mixed Besov spaces with negative sm
 oothness. Specificall\, we establish different weak and trajectorial propa
 gation of chaos results in the Brownian and pure-jump regimes.\n\n(This ta
 lk is based on a joint work with Zimo Hao\, Stéphane Menozzi\, Michael Röc
 kner and Xicheng Zhang.)\n\n \n\nWhere: Concordia\, room LB 921-4\, and by
  Zoom (see link below)\n\nhttps://concordia-ca.zoom.us/j/83210406732?pwd=e
 n8tvgzKVcul30C4kiXqrEHRA5VaHO.1\n\nMeeting ID: 832 1040 6732\n\nPasscode: 
 031132\n
DTSTART:20250523T181500Z
DTEND:20250523T191500Z
SUMMARY:Jean-François Jabir (HSE)
URL:/mathstat/channels/event/jean-francois-jabir-hse-3
 65449
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