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UID:20251019T034341EDT-1007NDo4uv@132.216.98.100
DTSTAMP:20251019T074341Z
DESCRIPTION:Title: Solving the divergence equation with measure data in non
 -regular domains\n\n\n	Abstract: In this talk\, we shall present a recent j
 oint work with E. Russ (Grenoble) concerning the equation $\mathrm{div}\\,
 v=\mu$ in a (rather general) open domain $\Omega$\, where $\mu$ is a (sign
 ed) Radon measure in $\Omega$ satisfying $\mu(\Omega)=0$. We show in parti
 cular that\, under mild assumptions on the geometry of $\Omega$ (and some 
 assumptions on $\mu$)\, one can provide a constructive way to build soluti
 ons $v$ in a weighted $L^\infty$ space enjoying weak Neumann-type boundary
  conditions.\n\nFor Zoom meeting information please email dmitry.jakobson 
 [at] mcgill.ca\n
DTSTART:20210519T173000Z
DTEND:20210519T183000Z
SUMMARY:Laurent Moonens (Paris-Saclay)
URL:/mathstat/channels/event/laurent-moonens-paris-sac
 lay-330753
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