|XXXV Workshop on Geometric Methods in Physics||26.06-2.07.2016|
Participants of Workshop
Participants of School
Hamiltonian reduction and Duality for the BCn Ruijsenaars model
It has been shown that the hyperbolic BCn Ruijsenaars model emerges from Hamiltonian reduction applied to the Heisenberg double of the group SU(n,n). I will show how its dual model can be found. I will also discuss Lax representations for these systems.
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