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Holonomy of singular foliations

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Joel Villatoro
Mit, 03/11/2021 - 10:30 - 12:00
MPIM Lecture Hall

A classical foliation is a partition of a manifold into initial submanifolds of the same codimension. Singular foliations arise when we are forced to consider instances where the codimension changes from point to point (e.g. the orbits of a group action). The holonomy of a foliation measures the extent to which the foliation is twisted along curves tangent to the partition. In this talk I will discuss how to generalize the notion of holonomy from classical to singular foliations. This talk is based on a joint paper with Alfonso Garmendia.

The talk is hybrid. For the time being, in person participation is only allowed for members of MPIM with a vaccination/recovery certificate.

Zoom ID: 547 147 1640
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