Combinatorial and representation theoretical problems arising from solvable lattice models (I)
14:40:00 - 15:40:00
308 , Mathematics Research Center Building (ori. New Math. Bldg.)
Integrable systems I consider in my talks is two-dimensional solvable lattice models. Although the field of integrable systems is very wide, you may find a gemstone. If you polish it carefully, you could obtain a beautiful mathematical conjecture. As such an example, I will introduce X=M conjecture and discuss its connection to representation theory, combinatorics, and discrete integrable systems.