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SUMMARY:How can we learn mathematical structures of physical systems? Stri
 ng compactifications as a tool - Sven Krippendorf (LMU)
DTSTART:20240517T150000Z
DTEND:20240517T160000Z
UID:TALK216964@talks.cam.ac.uk
CONTACT:Benjamin Christopher Allanach
DESCRIPTION:As theoretical physicists we know that Mathematics is unreason
 ably effective in describing our dynamical systems. This effectiveness sin
 gles out relevant mathematical structures in optimisation searches for mod
 els. In this talk I give an overview on where we can successfully apply th
 is to search for symmetries or integrable structures of dynamical systems.
  Then I discuss how we  use these methods to explore mathematical structur
 es in beyond the Standard Model physics. In particular\, we will use the s
 tring theory landscape as a benchmark for ML methods to search for new str
 uctures in this space.\n
LOCATION:MR19 (Potter Room\, Pavilion B)\, CMS
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