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SUMMARY:Lusin and Whitney theorems in Carnot groups: when geometry meets r
 eal analysis
DTSTART:20240404T150000Z
DTEND:20240404T160000Z
DTSTAMP:20260312T135600Z
UID:indico-event-247@events.dm.unipi.it
DESCRIPTION:Speakers: Andrea Pinamonti (Università degli Studi di Trento)
 \n\nWhitney extension results characterize when one can extend a mapping f
 rom a compact subset to a smooth mapping on a larger space. Lusin approxim
 ation results give conditions under which one can approximate a rough map 
 by a smoother map after discarding a set of small measure. We first recall
  relevant results in the Euclidean setting\, then describe recent work ext
 ending them to horizontal curves in the Heisenberg group. \n\nhttps://eve
 nts.dm.unipi.it/event/247/
LOCATION:Aula Riunioni (Dipartimento di Matematica )
URL:https://events.dm.unipi.it/event/247/
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