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SUMMARY:A compactness theorem for Alexandrov surfaces with bounded integra
 l curvature.
DTSTART:20160413T163000
DTEND:20160413T173000
DTSTAMP:20260408T003859Z
UID:90bb4c562c44da1d9a43ad7e9e52e9901f9eaf241b1ec3c8f6e76337
CATEGORIES:Conferences - Seminars
DESCRIPTION:Clément Debin\nUntil 1970\, Alexandrov and his student Reshet
 nyak have developed a very rich theory of singular surfaces\, which includ
 es the smooth riemannian metrics\, as well as metrics with conical singula
 rities. We adapt the proof of the classical Cheeger-Gromov compactness the
 orem to this setting\; as a corollary\, we obtain a compactification of th
 e space of metrics with conical singularities on a fixed surface.
LOCATION:CM010
STATUS:CONFIRMED
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