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Classical Yang-Mills-Dirac equations: Qualitative analysis of some solutions with a noncompact symmetry group

Bibliographic reference
Permanent URL http://hdl.handle.net/2078/31603
  1. AntoineJ.-P., D?browskiL. and MaharaI.: Classical Yang-Mills-Dirac system with conformal symmetry: a geometrical analysis, Modern Phys. Lett. A 9 (1994), 3431?3444.
  2. AntoineJ.-P. and JacquesM.: Classical Yang-Mills fields on Minkowski space with a non-compact invariance group, Classical Quantum Gravity 1 (1984), 431?446.
  3. AntoineJ.-P., and JacquesM.: Classical Yang-Mills fields on Minkowski space with a non-compact symmetry and an arbitrary compact gauge group, Classical Quantum Gravity 4 (1987), 181?194.
  4. AntoineJ.-P., LambertD. and SepulchreJ.-A.: Classical Yang-Mills fields with conformal invariance: from exact solutions to qualitative analysis, Classical Quantum Gravity 6 (1989), 295?310.
  5. HarnadJ., ShniderS. and VinetL.: Group actions on principal bundles and invariance conditions for gauge fields, J. Math. Phys. 21 (1980), 2719?2724.
  6. DoneuxJ., Saint-AubinY. and VinetL.: Matter-coupled Yang-Mills system in Minkowski space. II. Invariant solutions in the presence of Dirac spinor fields, Phys. Rev. D. 25 (1982), 484?501.
  7. ArnoldV. I.: Ordinary Differential Equations, MIT Press, Cambridge, MA, 1978.
  8. Wiggins Stephen, Global Bifurcations and Chaos, ISBN:9781461210412, 10.1007/978-1-4612-1042-9
  9. SanchezD.: Ordinary Differential Equations and Stability Theory: An Introduction, Freeman, San Francisco, 1962.