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nlin.SI2021★ 2 cited
Integrable systems on multiplicative quiver varieties from cyclic quivers
Maxime Fairon
We consider a class of complex manifolds constructed as multiplicative quiver varieties associated with a cyclic quiver extended by an arbitrary number of arrows starting at a new…
nlin.SI2021★ 7 cited
Superintegrability of Calogero-Moser systems associated with the cyclic quiver
Maxime Fairon, Tamás Görbe
We study complex integrable systems on quiver varieties associated with the cyclic quiver, and prove their superintegrability by explicitly constructing first integrals. We interpr…