Mackey Functor (Co)homology of G-C.W Complexes

For certain finite groups G, we consider the representation spheres and their G-C.W. complex structure. Additionally, we will compute its (equivariant) homology groups and try to restate/modify existing results in equivariant homotopy theory.

Kenrick Chung

University of New South Wales

Kenrick is a third year student at the University of New South Wales studying Pure Mathematics. He will be starting his honours in 2025. He has particular interest in Algebraic Topology and hence his thesis will centre around that.

You may be interested in

Liuhao Yu

Liuhao Yu

The Dirichlet Problem in the Light of Capacity Theory
Aaron Alonso Garcia

Aaron Alonso Garcia

A model-based approach for estimating Group A Streptococcus transmission pathway parameters from transmission networks inferred from Whole Genome Sequence data.
Anthony Warwick

Anthony Warwick

Order Ideal Relations and Structural Properties of Leavitt Path Algebras
Jesse Woods

Jesse Woods

A New Weyl Multiplet for 6D N=1 Conformal Supergravity
Contact Us

We're not around right now. But you can send us an email and we'll get back to you, asap.

Not readable? Change text.