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DESCRIPTION: 16:30-16:50 Uhr Lehrprobe zum Thema  The Theorem of Carathéodo
 ry  (auf Englisch)   ca. 17:00-17:40 Uhr Fachvortrag:   The flatness consta
 nt and its relatives   The lattice width of a convex body is a parameter me
 asuring how thin the body is in lattice directions. In each fixed dimension
 \, the flatness constant is the supremum of the widths of a special class o
 f convex bodies\, those which are hollow. In this talk we will explore cert
 ain generalizations and restrictions of the flatness constant obtained by c
 hanging the class of convex bodies whose width we study: hollow lattice pol
 ytopes\, for example\, or those convex bodies which do not contain a certai
 n polytope. We will see how these modified flatness constants have connecti
 ons and motivations in different fields\, like integer linear programming\,
  lattice polytopes\, and symplectic geometry. 
DTEND:20210811T175000
DTSTAMP:20210805T085100
DTSTART:20210811T163000
CLASS:PUBLIC
LOCATION:Die Veranstaltung wird virtuell via Webex-Meetings stattfinden. \n
  https://fu-berlin.webex.com/fu-berlin/j.php?MTID=m76775164d53f79a640ff2528
 3a4e97d8\n Meeting-Kennnummer (Zugriffscode): 188 706 6091\n Meeting Passwo
 rt: Villa
SEQUENCE:0
SUMMARY:Giulia Codenotti (Frankfurt): The flatness constant and its relativ
 es
UID:118446597@/www.mi.fu-berlin.de
URL:https://www.mi.fu-berlin.de/math/dates/colloquium/2021/2021-08-11-1630-
 Codenotti.html
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