On The K-Ring of the Classifying Space of the Symmetric Group on Four Letters

Mehmet Kirdar

paper

On The K-Ring of the Classifying Space of the Symmetric Group on Four Letters

arXiv:1309.4238

Abstract

We describe $K (B S_{4})$ and make a connection of the order of the bundle induced from the standart representation over the four dimensional skeleton of $B S_{4}$ with the stable homotopy group $π_{3}^{s} = Z_{24}$ explaining the reasons of this connection by pulling this bundle over lens spaces.

arXiv comment6 pages