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BEGIN:VEVENT
SUMMARY:Existence and uniqueness for SDEs with irregular drift driven by (
 fractional) Brownian motion
DTSTART:20230424T093000
DTEND:20230424T104000
DTSTAMP:20260407T101412Z
UID:201ecacd4dee53c068cc9d4e808192cda6420275c2c52520c6561292
CATEGORIES:Conferences - Seminars
DESCRIPTION:Lukas Anzeletti\nAbstract: We show that any SDE driven by a Br
 ownian motion with drift satisfying the Krylov-Röckner condition has exac
 tly one solution in an ordinary sense for almost every trajectory of the B
 rownian motion\, i.e. path-by-path uniqueness holds. Furthermore\, existen
 ce and uniqueness results for SDEs with fractional Brownian noise and dist
 ributional drift will be presented. Based on joint work with Khoa Lê and 
 Chengcheng Ling and joint work with Alexandre Richard and Etienne Tanré.\
 n\n-- A Probability and Stochastic Analysis Seminar --
LOCATION:Bernoulli Center https://www.google.com/maps/place/EPFL+Bernoulli
 +center/@46.5198032\,6.5716923\,15z/data=!4m6!3m5!1s0x478c310264beddaf:0x3
 a4de4ac4fbd08c1!8m2!3d46.5198032!4d6.5716923!16s%2Fg%2F11t3zdt105
STATUS:CONFIRMED
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