Enchiridion: Vol. 1 (2015): Carolyn Yarnall

Author
Carolyn Yarnall (University of Kentucky)

User’s Guide
Topic 1: Key insights and organizing principles
Topic 2: Conceptual metaphors and mental imagery
Topic 3: Story of the development
Topic 4: Colloquial summary
(as a single PDF)

Source Paper
The slices of $S^n \wedge H\underline{\mathbb{Z}}$ for cyclic $p$ -groups
(arxiv:1510.02077)

Source Paper Abstract
The slice filtration is a filtration of equivariant spectra. While the tower is analogous to the Postnikov tower in the nonequivariant setting, complete slice towers are known for relatively few $G$ -spectra. In this paper, we determine the slice tower for all $G$ -spectra of the form $S^n \wedge H\underline{\mathbb{Z}}$ where $n\geq 0$ and $G$ is a cyclic $p$ -group for $p$ an odd prime.