Nota de FísicaPublicado
Vertex Operators, Semiclassical Limit for Soliton S-matrices and the Number of Bound States in Affine Toda Field Theories
M. A. C. Kneipp
1999
Datos de la publicación
- Autores
- M. A. C. Kneipp
- Tipo
- Nota de Física
- Estado
- Publicado
- Fecha de publicación
- 1999
- Descripción
- Soliton time delays and the semiclassical limit for soliton S-matrices are calculated for non-simply laced Affine Toda Field Theories. The phase shift is written as a sum over bilinears on the soliton conserved charges. The results apply to any two solitons of any Affine Toda Field Theory. As a by-product, a general expression for the number of bound states and the values of the coupling in which the S-matrix can be diagonal are obtained. In order to arrive at these results, a vertex operator is constructed, in the principal gradation, for non-simply laced affine Lie algebras, extending the previous constructions for simply laced and twisted affine Lie algebras.
- Año
- 1999
- Número
- CBPF-NF-005/99
- Vínculo con tesis
- No
- Vínculo con beca
- No