A note on the appearance of self-dual Yang-Mills fields in integrable
  hierarchies

Ablowitz M.J.; De Groot M.F.; Delduc F.; Delduc F.; Drinfeld V.G.; Fehér L.; Fehér L.; Guha P.; LaChapelle J.; Mason L.J.; Mason L.J.; Mason L.J.; McIntosh I.; Szmigielski J.; Ward R.S.; Ward R.S.; Wilson G.W.

research

A note on the appearance of self-dual Yang-Mills fields in integrable hierarchies

Authors: Ablowitz M.J.
De Groot M.F.
Delduc F.
Delduc F.
Drinfeld V.G.
Fehér L.
Fehér L.
Guha P.
LaChapelle J.
Mason L.J.
Mason L.J.
Mason L.J.
McIntosh I.
Szmigielski J.
Ward R.S.
Ward R.S.
Wilson G.W.
Publication date: 1 January 2000
Publisher: 'Atlantis Press'
Doi

Abstract

A family of mappings from the solution spaces of certain generalized Drinfeld-Sokolov hierarchies to the self-dual Yang-Mills system on R^{2,2} is described. This provides an extension of the well-known relationship between self-dual connections and integrable hierarchies of AKNS and Drinfeld-Sokolov type

Similar works

Full text

Available Versions

Crossref

Last time updated on 05/06/2019