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UID:20251123T150141EST-7445b1LSiZ@132.216.98.100
DTSTAMP:20251123T200141Z
DESCRIPTION:Title: A Generalization of Godbersen's Conjecture\n\nAbstract: 
 The long-standing Godbersen's conjecture asserts that the Rogers-Shephard 
 inequality for the volume of the difference body is refined by an inequali
 ty for the mixed volume of a convex body and its reflection about the orig
 in. The conjecture is known in several special cases\, notably for anti-bl
 ocking convex bodies. In this talk\, we will propose a generalization of G
 odbersen's conjecture that refines Schneider's generalization of the Roger
 s-Shephard inequality to higher-order difference bodies and we will show i
 t is true for anti-blocking convex bodies. We will also discuss the connec
 tion of the conjectured inequality to the Alesker product of smooth valuat
 ions and the intersection product of polytopes introduced recently by Wann
 erer.\n\nHybrid seminar** at UdeM\, Pavillon André-Aisenstadt\, room 5183
 \n\nJoin Zoom Meeting\n\nhttps://umontreal.zoom.us/j/89528730384?pwd=IF10C
 g8C0YfogaBlL6F1NboPaQvAaV.1\n\nMeeting ID: 895 2873 0384\n\nPasscode: 0779
 37\n
DTSTART:20251128T183000Z
DTEND:20251128T193000Z
SUMMARY:Jan Kotrbaty (Charles University)
URL:/qls/channels/event/jan-kotrbaty-charles-universit
 y-369268
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