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UID:20250918T125033EDT-2024IjT1mV@132.216.98.100
DTSTAMP:20250918T165033Z
DESCRIPTION:Title: GIT quotients and Symplectic data analysis.\n\nAbstract:
  This is joint work with Agustin Moreno and Dayung Koh. The restricted thr
 ee-body problem is invariant under various antisymplectic involutions. The
 se real structures give rise to the notion of symmetric periodic orbits wh
 ich simultaneously have a closed string interpretation namely as a periodi
 c orbit as well as an open string interpretation as Hamiltonian chords. Th
 is makes the bifurcation analysis of symmetric periodic orbits very intrig
 uing since under bifurcations two local Floer homologies are invariant\, t
 he periodic one as well as the Lagrangian one. In this talk we explain how
  methods from symmetric space theory can help to extract efficiently datas
  from reduced monodromy matrices of periodic orbits helping to analyse the
  possible bifurcation patterns. \n\n \n\nZoom link: https://theias.zoom.us
 /j/97116147750?pwd=L2Fud1Y4Z2xsT3dhU2NrV0ZXd3lUQT09 (Meeting ID: 971 1614 
 7750 \; Passcode: 816898)\n\n \n
DTSTART:20211210T141500Z
DTEND:20211210T154500Z
SUMMARY:Urs Frauenfelder (Augsburg)
URL:/mathstat/channels/event/urs-frauenfelder-augsburg
 -335391
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