An infinite family of vortex equations parametrized by positive real n arises as flatness conditions of non-Abelian Cartan connections on Riemann surfaces, with solutions yielding Dirac zero-modes.
Magnetic impurities, integrable vortices and the Toda equation.Lett
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Cartan connections for an infinite family of integrable vortices
An infinite family of vortex equations parametrized by positive real n arises as flatness conditions of non-Abelian Cartan connections on Riemann surfaces, with solutions yielding Dirac zero-modes.