Quantum Bound States in Yang–Mills–Higgs Theory

We give rigorous proofs of the existence of infinitely many (non-BPS) bound states for two linear operators associated with the Yang–Mills–Higgs equations at vanishing Higgs self-coupling and for gauge group SU (2): the operator obtained by linearising the Yang–Mills–Higgs equations around a charge...

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Veröffentlicht in:	Communications in mathematical physics 2018-10, Vol.363 (1), p.261-287
Hauptverfasser:	Boulton, Lyonell, Schroers, Bernd J., Smedley-Williams, Kim
Format:	Artikel
Sprache:	eng
Schlagworte:	Classical and Quantum Gravitation Complex Systems Eigenvalues Galerkin method Laplace transforms Linear operators Linearization Mathematical analysis Mathematical and Computational Physics Mathematical Physics Monopoles Physics Physics and Astronomy Quantum Physics Relativity Theory Theoretical Upper bounds Yang-Mills theory
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