Two-flavor adjoint QCD
arXiv:1805.12290 · doi:10.1103/PhysRevD.98.034026
Abstract
We study four dimensional Yang-Mills theory with two massless adjoint Weyl fermions. When compactified on a spatial circle of size much smaller than the strong-coupling scale, this theory can be solved by weak-coupling nonperturbative semiclassical methods. We study the possible realizations of symmetries in the limit and find that all continuous and discrete -form and -form 't Hooft anomaly matching conditions are saturated by a symmetry realization and massless spectrum identical to that found in the small- limit, with only a single massless flavor-doublet fermion in the infrared. This observation raises the possibility that the class of theories which undergo no phase transition between the analytically-solvable small-size circle and strongly-coupled infinite-size circle is larger than previously thought, and offers new challenges for lattice studies.
5 pages, comments and references added, matches the published version in PRD
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