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UID:20251029T070446EDT-41081ENuof@132.216.98.100
DTSTAMP:20251029T110446Z
DESCRIPTION:Workshop on box-ball systems from integrable systems and probab
 ilistic perspectives\n	September 19-23\, 2022\n\nThe box-ball system (BBS) 
 introduced by Takahashi and Satsuma is one of the most basic ultra-discret
 e integrable systems\, and has been studied from various viewpoints\, such
  as crystal bases of quantum algebras\, tropical geometry\, combinatorics\
 , and cellular-automaton. As a new perspective\, discussions and analysis 
 based on ideas from probability theory are being actively pursued. For ins
 tance\, the application of Pitman's transformation\, which is well-known t
 o probabilists\, has facilitated the study of the BBS and related discrete
  integrable systems started from random initial configurations. This works
 hop on the BBS will provide an opportunity for direct discussions amongst 
 researchers pursuing work in the area\, and will result in a strong push f
 or further developments. The main topics of the workshop will include\, bu
 t will not be limited to\, the following.é\n\n• Soliton decompositions\n\n
 • Dynamics for infinite systems\n\n• Invariant measures/effective speed\n
 \n• Generalized Gibbs ensembles\, generalized hydrodynamics\n\n• Connectio
 ns with other integrable systems\n\nTo participate in this workshop\, plea
 se register for the thematic program by clicking on the register tab at th
 e top of the page.\n\nREGISTRATION: Integrable systems\, exactly solvable 
 models and algebras (umontreal.ca)\n\n \n
DTSTART;VALUE=DATE:20220919
DTEND;VALUE=DATE:20220923
SUMMARY:Workshop on box-ball systems from integrable systems and probabilis
 tic perspectives
URL:/mathstat/channels/event/workshop-box-ball-systems
 -integrable-systems-and-probabilistic-perspectives-341757
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