The author surveys some recent progress on the Toda system on a two-dimensional surface Sigma, arising in models from self-dual non-abelian Chern-Simons vortices, as well as in differential geometry. In particular, its variational structure is analysed, and the role of the topological join of the barycentric sets of Sigma is shown.
Variational analysis of Toda systems
MALCHIODI, ANDREA
2017
Abstract
The author surveys some recent progress on the Toda system on a two-dimensional surface Sigma, arising in models from self-dual non-abelian Chern-Simons vortices, as well as in differential geometry. In particular, its variational structure is analysed, and the role of the topological join of the barycentric sets of Sigma is shown.File in questo prodotto:
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