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SUMMARY:Conference "Differential geometry beyond Riemannian manifolds" [HI
 M Conference]
DTSTART:20250324T080000Z
DTEND:20250328T150000Z
DTSTAMP:20260615T203000Z
UID:indico-event-61@math-events.uni-bonn.de
CONTACT:him-coordination@hcm.uni-bonn.de\;him-contact@hcm.uni-bonn.de
DESCRIPTION:Speakers: Emma Seggewiss (HCM)\, Kanami Ueda\n\n\nStudying  s
 mooth shapes with the aid of differential calculus is at the core of class
 ical differential geometry. The interest in more general objects arises fr
 om the incompleteness of the space of smooth shapes and the existence of i
 ntriguing groups lacking suitable smooth models. \nMetric measure spaces 
 with synthetic curvature bounds provide a suitable generalization of Riema
 nnian manifolds. Analysis in these spaces recovers significant portions of
  classical Euclidean geometric function theory. This analytical toolbox al
 lows the extension of differential geometric ideas into the broader realm 
 of metric measure spaces. \nIn this spirit\, the conference will concentr
 ate on presenting new results and developments for both smooth and non-smo
 oth spaces.\nLecture by:\n\nRichard Bamler (UC Berkeley)\nChristine Breine
 r (Brown University)\nCornelia Drutu (University of Oxford)\nKatrin Fässl
 er (Jyväskylä University)\nGiada Franz (Massachusetts Institute of Techn
 ology)\nAilana Fraser (University of British Columbia)\nBernhard Hanke (Un
 iversity of Augsburg)\nBruce Kleiner (New York University)\nUrs Lang (ETH 
 Zurich)\nAlexander Lytchak (Karlsruhe Institute of Technology)\nFedor Mani
 n (UC Santa Barbara)\nDamaris Meier (University of Fribourg)\nChikako Mese
  (Stanford University)\nAlexander Nabutovsky (University of Toronto)\nPier
 re Pansu (Paris-Saclay University)\nAnton Petrunin (Pennsylvania State Uni
 versity)\nMelanie Rupflin (University of Oxford)\nRoman Sauer (Karlsruhe I
 nstitute of Technology)\nAntoine Song (Caltech)\n\n\nhttps://math-events.u
 ni-bonn.de/event/61/
LOCATION:Lipschitz-Saal\, Endenicher Allee 60\, Bonn (Mathezentrum)
URL:https://math-events.uni-bonn.de/event/61/
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