摘要
The self-dual Yang-Mills equation is considered, and by using the corresponding linear system and the infinitesimal version of the ’dressing method’ infinite numbers of symmetries of the self-dual Yang-Mills equation are obtained. The set of these symmetries form into two subsets, which constitute a loop algebra and Virasoro algebra respectively.
The self-dual Yang-Mills equation is considered, and by using the corresponding linear system and the infinitesimal version of the 'dressing method' infinite numbers of symmetries of the self-dual Yang-Mills equation are obtained. The set of these symmetries form into two subsets, which constitute a loop algebra and Virasoro algebra respectively.
