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UID:b845847101853dab306a1978de8f418c
CATEGORIES:Special  Lectures Series
CREATED:20260302T100551
SUMMARY:New flows in Non-K¨ahler geometry
LOCATION:Hill 705
DESCRIPTION:There is increasing evidence that many problems from both geometry\nand phy
 sics require going beyond K¨ahler geometry. This third talk is devoted to t
 he\ndescription of some particular features of such problems: 1) because of
  cohomological\nconstraints, geometric flows provide the more natural appro
 ach, albeit possibly for higher\n(p, p)-forms and/or coupled with flows of 
 other fields; 2) underlying these problems are\nsome remarkable new special
  geometries; 3) and for certain flows, non-integrable complex\nstructures p
 rovide a natural bridge between symplectic geometry and complex geometry.\n
 In this last talk, we describe joint works with T. Fei, B. Guo, S. Picard, 
 and X.W. Zhang.\n
X-ALT-DESC;FMTTYPE=text/html:<p>There is increasing evidence that many problems from both geometry<br>an
 d physics require going beyond K¨ahler geometry. This third talk is devoted
  to the<br>description of some particular features of such problems: 1) bec
 ause of cohomological<br>constraints, geometric flows provide the more natu
 ral approach, albeit possibly for higher<br>(p, p)-forms and/or coupled wit
 h flows of other fields; 2) underlying these problems are<br>some remarkabl
 e new special geometries; 3) and for certain flows, non-integrable complex<
 br>structures provide a natural bridge between symplectic geometry and comp
 lex geometry.<br>In this last talk, we describe joint works with T. Fei, B.
  Guo, S. Picard, and X.W. Zhang.</p>
CONTACT:D.H. Phong
X-EXTRAINFO:Lewis Lecture
DTSTAMP:20260830T051942
DTSTART;TZID=America/New_York:20260327T160000
DTEND;TZID=America/New_York:20260327T170000
SEQUENCE:0
TRANSP:OPAQUE
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