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# Benoit Charbonneau : Singular monopoles on the product of a circle and a surface

In this talk, I will discuss work done with Jacques Hurtubise (McGill) to relate singular solutions to the Bogomolny equation on a circle times a surface to pairs [holomorphic bundle, meromorphic endomorphism] on the surface. The endomorphism is meromorphic, generically bijective, and corresponds to a return map. Its poles and zeros are related to the singularities of the corresponding solution to the Bogomolny equation. This talk is based on arXiv:0812.0221.

**Category**: Geometry and Topology**Duration**: 01:34:47**Date**: February 24, 2009 at 4:25 PM**Views**: 124-
**Tags:**seminar, Geometry/topology Seminar

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