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SUMMARY:Quantized six-vertex model on a torus
DTSTART;VALUE=DATE-TIME:20250401T083000Z
DTEND;VALUE=DATE-TIME:20250401T100000Z
DTSTAMP;VALUE=DATE-TIME:20260818T170316Z
UID:indico-event-192@indico.nitep.omu.ac.jp
DESCRIPTION:Date: April 1st (Tue)\, 17:30 (JST)\nSpeaker: Junya Yagi (Y
 au Center\, Tsinghua University) \nTitle: Quantized six-vertex model 
 on a torus\n\nAbstract: The six-vertex model is arguably the most fam
 ous 2D integrable lattice model. Less known is the fact that the model has
  a 3D origin. In this talk I will discuss the quantization of the six
 -vertex model\, introduced by Kuniba\, Matsuike and Yoneyama in 2022 gene
 ralizing earlier work of Bazhanov\, Mangazeev and Sergeev. The quantized
  six-vertex model is a 3D integrable lattice model\, which has a re
 markable property that commuting layer transfer matrices can be defined n
 ot only for square lattices but also for more general "admissible" graphs
  on a torus. Time permitting\, I will also explain how the model is rel
 ated to dimer models\, supersymmetric gauge theories and string theory.\n\
 nhttps://indico.nitep.osaka-cu.ac.jp/event/192/
LOCATION:Zoom
URL:https://indico.nitep.osaka-cu.ac.jp/event/192/
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