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On integrating Lie algebras

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Joel Villatoro
Thu, 30/09/2021 - 15:00 - 16:00
Parent event: 
Meeting ID: 931 7291 0947
For password please contact Christian Kaiser (

In differential geometry we use objects called Lie groups to investigate symmetries of differentiable manifolds. These groups are related to algebraic objects called Lie algebras via a differentiation procedure. Given a Lie algebra, it is reasonable to ask whether or not the differentiation procedure can be reversed to produce a Lie group (integration). In this talk I will give a survey of a few particular cases of the integration problem and my contributions to the subject.

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