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DTSTAMP:20250717T205640Z
DESCRIPTION: \n\nWorkshop: Unifying concepts in PDEs with randomness - May 
 16-27\, 2022\n\nOn-site registration: registration is currently closed. If
  you wish to participate in person but have not yet registered\, please co
 ntact the workshop organizers\n\nOnline registration free: Registration de
 adline\, May 13 2022\n\n \n\nIn order to make deeper and more practical co
 nnections to physical problems\, many branches of the theory of partial di
 fferential equations (PDEs) have started to introduce random components in
  their models. This includes the study of PDEs in random environments (sto
 chastic homogenization)\, the analysis of PDEs with randomized initial dat
 a\, and the introduction of stochastic forcing terms. Such problems incorp
 orate various aspects of probability and analysis. The purpose of this wor
 kshop is to bring together a diversity of experts\, postdocs\, and student
 s working in these different branches in order to compare perspectives and
  exchange ideas\, techniques\, and intuitions entering the analysis of the
 se problems. As the title suggests\, the ultimate goal is to identify unif
 ying concepts within the study of PDEs with randomness.\n	The workshop will
  include short courses given by Scott Armstrong\, Jonathan Mattingly\, Pie
 rre-Emmanuel Jabin and Vlad Vicol.\n\nOrganizers :\n	Jacob Bedrossian (Univ
 ersity of Maryland)\n	Jessica Lin (9IÖÆ×÷³§Ãâ·Ñ)\n	Jean-Christophe Mour
 rat (Courant Institute of Mathematical Sciences)\n\nWeb site : http://www.
 crm.umontreal.ca/2022/Concepts22/index_e.php\n
DTSTART;VALUE=DATE:20220516
DTEND;VALUE=DATE:20220527
SUMMARY:Workshop: Unifying concepts in PDEs with randomness
URL:/mathstat/channels/event/workshop-unifying-concept
 s-pdes-randomness-339612
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