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- W2022277657 abstract "From the viewpoint of a global formulation of Yang-Mills fields, a Lagrangian theory of non-Abelian classical Dirac monopoles is proposed. Dirac strings are used instead of coordinate patches; they are defined as purely geometric constructs. The formalism is free from pathologies such as Dirac's veto. While the analysis focuses on the gauge group $mathrm{SU}frac{(N)}{{Z}_{N}}$ allowing for only $Nensuremath{-}1$ nontrivial and topologically distinct types of monopoles, it applies in general to any compact Lie group." @default.
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- W2022277657 date "1977-03-15" @default.
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- W2022277657 title "Theory of Dirac monopoles with a non-Abelian symmetry" @default.
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