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Title:
Mirror Symmetry in 3d N=2 Quiver Gauge Theories
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Abstract:
We study quiver gauge theories in 3d with N=2 supersymmetry and its vacua moduli space, which is a complex symplectic manifold. Then we realize the action of the mirror symmetry as a certain sympectomorphism of the SUSY vacua space. We identify many families of mirror quiver theories and discuss interesting connections with integrable spin chains. By gauging global symmetries of the quiver theories one may construct plethora quivers with Sp and SO gauge groups as well as their mirrors.
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