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Orthosymplectic Coulomb branches as closures of symplectic nilpotent orbits
arXiv@arxiv
Orthosymplectic nilpotent-orbit conjecture. The Coulomb branches of orthosymplectic quivers are conjectured to be closures of nilpotent orbits of $G=\mathrm{USp}(2n)$ .
Conjectureopencoulomb-branches nilpotent-orbits orthosymplectic-quivers
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Orthosymplectic Coulomb branches as closures of symplectic nilpotent orbits