Northwestern University

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Filtering by: Creator Dylan Wilson Resource type Dissertation

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Equivariant, parameterized, and chromatic homotopy theory

Description:

In this thesis, we advocate for the use of slice spheres, a common generalization of representation spheres and induced spheres, in parameterized homotopy theory. First, we give an algebraic characterization of the layers of the Hill-Hopkins-Ravenel slice filtration. Next, we explore the homology of parameterized symmetric powers from this point...

Keyword:

equivariant, chromatic, and homotopy theory

Subject:

Mathematics

Creator:

Dylan Wilson

Owner:

Scholarly Digital Publishing

Date Uploaded:

03/30/2018

Date Modified:

03/30/2018

Date Created:

2017-01-01

Resource Type:

Dissertation