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Local-to-global principles for groups and p-local finite groups

Homological Methods in Representation Theory
April 02, 2008 11:00 AM to 12:00 PM
Speakers:
VMath - The Next Generation for Math Lectures on Streaming Video

Abstract:

A p-local finite group is an algebraic structure which mimics
the p-local structure in a finite group, and topologically corresponds to
the p-completed classifying space. A central question in group theory is
to what extend the local structure determines the global structure. In
this talk I will present a homotopical approach to this question via
p-local finite groups, and give some concrete local-to-global results for
specific classes of finite groups. This talk is joint work with Bob
Oliver.

Lecture #12714

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