The Hidden Symmetries of Multicenter Metrics

May, 1987
54 pages
Published in:
  • Commun.Math.Phys. 115 (1988) 267
Report number:
  • LPTENS-87-16

Citations per year

19881997200620152024024681012
Abstract: (Springer)
We discuss the dynamical symmetries of the multi-centre metrics and apply our results to the scattering of B.P.S. monopoles and fluctuations around such monopoles. In particular, we give a detailed account of the hidden symmetries of the Taub-NUT metric.
  • FIELD EQUATIONS: MONOPOLE
  • SCATTERING: MAGNETIC MONOPOLE
  • MAGNETIC MONOPOLE: SCATTERING
  • PERTURBATION THEORY
  • FIELD THEORY: SPACE-TIME
  • CONSERVATION LAW
  • SCHROEDINGER EQUATION
  • MODEL: OSCILLATOR
  • SYMMETRY: SU(2,2)
  • MATHEMATICAL METHODS: DIFFERENTIAL GEOMETRY