Dublin Quantum Field Theory Seminar

                            Synge Lecture Theatre
                    School of Mathematics, Hamilton Building
                             Trinity College Dublin

                                 Time: 4.15 pm


February 17     Jurgen Burzlaff (Mathematical Science, DCU)

                The slow-motion approximation

The slow-motion approximation exploits our knowledge of the families of
certain soliton solutions to investigate the dynamics in the case of
slow motion. Manton's original idea is explained and Stuart's
mathematical underpinning is presented. The implementation of the method
for the CP^N model, the Abelian Higgs model and the Gorkov-Eliashberg
equations of superconductivity is discussed.


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