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01/10/2008, 15:00 — 16:00 — Sala P3.10, Pavilhão de Matemática

Spectral data of singular monopoles

Magnetic monopoles develop "abelian" singularities in rather general situations. At first, this was seen as a somewhat embarrassing fact by physicists, yet singular monopoles have become important in recent applications of gauge theory to geometry. In this talk, I will review singular monopoles in euclidean space, and explain how they are described by a complex curve with a signed intersection divisor. I will also discuss how these data can be calculated in the case of "nonabelian" charge two, as well as some features of their behaviour under deformations of the singularity locus.

Organizadores correntes: Gabriel Lopes Cardoso, Suresh Nampuri.

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