BPS ansatzes as electric form-factors

Abstract

We argue that BPS ansatzes, entering manifestly vacuum BPS monopole solutions to equations of motion in the (Minkowskian) non-Abelian Higgs model play the role of some electric form-factors and that this implies (soft) violating the CP-invariance of the mentioned model, similar to taking place in the Euclidian Yang-Mills (YM) theory with instantons, generating the $\theta$-term in the appropriate effective Hamiltonian.

v5. Discussion about magnons, topologically trivial purely magnetic vacuum configurations, is added

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• Monopole Vacuum in Non-Abelian Theories
• The Higgs field as the Cheshire cat and his Yang-Mills "smiles"
• Minkowskian Yang-Mills vacuum
• Superfluid properties of BPS monopoles
• "Discrete" vacuum geometry as a tool for Dirac fundamental quantization of Minkowskian Higgs model
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Cited by in corpus (1)

• "Discrete" vacuum geometry as a tool for Dirac fundamental quantization of Minkowskian Higgs model