Vertex operators and soliton time delays in affine Toda field theory
@article{Fring1994VertexOA, title={Vertex operators and soliton time delays in affine Toda field theory}, author={Andreas Fring and P. R. Johnson and Marco A. C. Kneipp and David Ian Olive}, journal={Nuclear Physics}, year={1994}, volume={430}, pages={597-614} }
31 Citations
Vertex operators, semiclassical limit for soliton S-matrices and the number of bound states in affine Toda field theories
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- 2000
Time-delay and reality conditions for complex solitons
- PhysicsJournal of Mathematical Physics
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We compute lateral displacements and time-delays for a scattering processes of complex multi-soliton solutions of the Korteweg de-Vries equation.The resulting expressions are employed to explain the…
The generic soliton of the $A_n$ affine Toda field theories
- Mathematics
- 1995
In this note we show that the single soliton solutions known previously in the $1+1$ dimensional affine Toda field theories from a variety of different methods \cite{H1,MM,OTUa,OTUb}, are in fact not…
Solution of the Affine Toda Equations as an Initial Value Problem
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- 1997
Affine Toda field is a multicomponent field in two space-time dimensions, satifying a generalisation of the sinh-Gordon equation. Solution of the affine Toda field equations is presented as a path…
Degenerate multi-solitons in the sine-Gordon equation
- Mathematics
- 2017
We construct various types of degenerate multi-soliton and multi-breather solutions for the sine-Gordon equation based on Bäcklund transformations, Darboux–Crum transformations and Hirota’s direct…
On extended structures in affine Toda field theory
- Physics
- 1996
Two areas of affine Toda field theory are explored in this thesis. First the introduction of a boundary into the real coupling affine Toda field theory. It has been shown by other authors that affine…
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