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Title: "Monopoles in Dirac spin liquids and their symmetries from instanton calculus"
Abstract: The Dirac spin liquid is a 2d fractionalized Mott insulator featuring massless Dirac spinon excitations coupled to a compact U(1) gauge field, which allows for flux-tunneling instanton events described by magnetic monopoles. The associated operators, which encode symmetries of conventional ordered phases proximate to the spin liquid, have been constructed using conformal field theory methods. I will instead use semiclassical instanton methods to construct monopole operators and paint them as ’t Hooft vertices — fermion-number-violating interactions that have their origin in instanton-bound zero modes of the Dirac operator.
Hosted by Professor Rufus Boyack
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https://dartmouth.zoom.us/j/93672234574?pwd=lXV2bhO5mDoPEVrBkFArmIFPbP7aC8.1
Meeting ID: 936 7223 4574
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