Collaborators: past and present ..... (in alphabetical order)

• Steve Bedding School of Mathematics, La Trobe University, Melbourne (Australia)

• Anja Braathen Informatics Institute, University of Oslo (Norway)
  • A. Braathen and J.S.W. Lamb, Planar crystallographic reversing k-symmetry groups (in preparation)

• Hanna Brands Institute for Theoretical Physics, University of Amsterdam (Netherlands)
  • H. Brands, J.S.W. Lamb and I. Hoveijn, Periodic orbits in k-symmetric dynamical systems, Physica D 84 (1995) 460-475
  • J.S.W. Lamb and H. Brands, Symmetries and reversing symmetries in kicked systems, in: Dynamics, Bifurcation and Symmetry, new Trends and new Tools, NATO ASI series C vol. 437 (Kluwer: Dordrecht) ed. P. Chossat (1994) pp 181-196
    

• Hans Capel Institute for Theoretical Physics, University of Amsterdam (Netherlands)
  • J.S.W. Lamb and H.W. Capel, Local bifurcations on the plane with reversing point group symmetry, Chaos, Solitons and Fractals 5 (1995) 271-293
  • J.S.W. Lamb, J.A.G. Roberts and H.W. Capel, Conditions for local (reversing) symmetries in dynamical systems, Physica A 197 (1993) 379-422

• Igor Hoveijn Mathematics Department, University of Groningen (Netherlands)
  • I. Hoveijn, J.S.W. Lamb and R.M. Roberts, Normal forms and unfoldings for reversible equivariant linear systems (in preparation)
  • H. Brands, J.S.W. Lamb and I. Hoveijn, Periodic orbits in k-symmetric dynamical systems, Physica D 84 (1995) 460-475

• Ian Melbourne Mathematics Department, University of Houston (USA)
  • J.S.W. Lamb, I. Melbourne and C. Wulff, General bifurcations from periodic solutions with spatiotemporal symmetry, including resonances and mode-interactions (in preparation)
  • J.S.W. Lamb, I. Melbourne and C. Wulff, Bifurcation from periodic and relative periodic solutions in equivariant dynamical systems, in Proceedings of Equadiff 99 (Berlin), in press ( abstract / paper)
  • C. Wulff, J.S.W. Lamb and I. Melbourne, Bifurcation from relative periodic solutions, submitted ( abstract / paper)
  • J.S.W. Lamb and I. Melbourne, Bifurcation from discrete rotating waves, Arch.Rat.Mech.Anal. 149 (1999), 229-270 ( abstract / paper)
  • J.S.W. Lamb and I. Melbourne, Bifurcation from periodic solutions with spatiotemporal symmetry, in Pattern formation in continuous and coupled systems, eds. M. Golubitsky, D. Luss and S.H. Strogatz, IMA series vol. 115 (1999) 175-192, ( abstract / paper)

• Matt Nicol Mathematics Department, UMIST, Manchester (UK)
  • J.S.W. Lamb and M. Nicol, On symmetric attractors in reversible dynamical systems, Physica D 112 (1998) 281-297 ( abstract / paper )
  • J.S.W. Lamb and M. Nicol, On symmetric omega-limit sets in reversible flows, in: Nonlinear Dynamical Systems and Chaos, Progress in Nonlinear Differential Equations and Their Applications vol. 19 (Birkhauser: Basel), ed. H.W. Broer et al. (1996), pp 103-120 (abstract / paper)

• Reinout Quispel School of Mathematics, La Trobe University, Melbourne (Australia)

  • J.S.W. Lamb and G.R.W. Quispel, Cyclic reversing k-symmetry groups, Nonlinearity 8 (1995) 1005-1026 (abstract / paper/ figure)
  • G.R.W Quispel and J.S.W. Lamb, Dynamics and k-symmetries in: Hamiltonian Mechanics: Integrability and Chaotic Behaviour, NATO ASI series B vol. 331 (Plenum: New York), ed. J. Seimenis (1994), pp 307-314
  • J.S.W. Lamb and G.R.W Quispel, Reversing k-symmetries in dynamical systems, Physica D 73 (1994) 277-304

• John Roberts School of Mathematics, La Trobe University, Melbourne (Australia)
  • J.S.W. Lamb and J.A.G. Roberts, Time-reversal symmetry in dynamical systems: a survey, Physica D 112 (1998) 1-39 ( abstract / paper )
  • J.A.G. Roberts and J.S.W. Lamb, Self-similarity of period-doubling branching in 3-D reversible dynamical systems, Physica D 82 (1995) 317-332
  • J.S.W. Lamb, J.A.G. Roberts and H.W. Capel, Conditions for local (reversing) symmetries in dynamical systems, Physica A 197 (1993) 379-422

• Mark Roberts Mathematics Institute, University of Warwick (UK)
  • I. Hoveijn, J.S.W. Lamb and R.M. Roberts, Normal forms and unfoldings for reversible equivariant linear systems (in preparation)
  • R.M. Roberts, C. Wulff and J.S.W. Lamb, Hamiltonian systems near relative equilibria, submitted ( abstract / paper)
  • J.S.W. Lamb and R.M. Roberts, Reversible equivariant linear systems J. Differential Equations 159 (1999), 239-279 ( abstract / paper)

• Marco Antonio Teixeira IMECC, UNICAMP (Brazil)

• Zhi-Ying Wen Mathematics Department, Univerity of Wuhan (China)
  • Z.-Y. Wen, F. Wijnands and J.S.W. Lamb, A natural class of generalized Fibonacci chains, J.Phys.A:Math.Gen. 27 (1994) 3689-3706

• Frank Wijnands Hewlett-Packard, Ipswich (UK)
  • J.S.W. Lamb and F. Wijnands, From multi-site to on-site transfer matrix models for selfsimilar chains, J.Stat.Phys. 90 (1998) 261-284 ( abstract / paper )
  • Z.-Y. Wen, F. Wijnands and J.S.W. Lamb, A natural class of generalized Fibonacci chains, J.Phys.A:Math.Gen. 27 (1994) 3689-3706

• Claudia Wulff Department of Mathematics, Free University, Berlin (Germany)
  • J.S.W. Lamb, I. Melbourne and C. Wulff, General bifurcations from periodic solutions with spatiotemporal symmetry, including resonances and mode-interactions (in preparation)
  • R.M. Roberts, C. Wulff and J.S.W. Lamb, Hamiltonian systems near relative equilibria, submitted ( abstract / paper)
  • J.S.W. Lamb, I. Melbourne and C. Wulff, Bifurcation from periodic and relative periodic solutions in equivariant dynamical systems, in Proceedings of Equadiff 99 (Berlin), in press ( abstract / paper)
  • J.S.W. Lamb and C. Wulff, Reversible relative periodic orbits, submitted ( abstract / paper)
  • C. Wulff, J.S.W. Lamb and I. Melbourne, Bifurcation from relative periodic solutions, submitted ( abstract / paper)
  • J.S.W. Lamb and C. Wulff, Pinning and locking of discrete waves, submitted ( abstract / paper)

• Jiazhong Yang Beijing Institute of Technology (China)