Nota de FísicaPublicado
Toda Solitons: A Relation between Dressing Transformations and Vertex Operators
H. Belich Jr; R. Paunov
1998
Datos de la publicación
- Autores
- H. Belich Jr; R. Paunov
- Tipo
- Nota de Física
- Estado
- Publicado
- Fecha de publicación
- 1998
- Descripción
- Affine Toda equations based on simple Lie algebras arise by imposing zero curvature condition on a Lax connection which belongs to the corresponding loop Lie algebra in the principal gradation. In the particular case of <math>A_n^{(1)}\,\!</math> Toda models, we exploit the symmetry of the underlying linear problem to calculate the dressing group element which generates arbitrary N-soliton solution from the vacuum. Starting from this result we recover the vertex operator representation of the soliton tau functions.
- Año
- 1998
- Número
- CBPF-NF-050/98
- Vínculo con tesis
- No
- Vínculo con beca
- No