When studying the Adams spectral sequence in triangulated categories, one runs into the issue of choosing suitably coherent cofibers in an Adams resolution. Motivated by this, in joint work with Dan Christensen, we develop tools to deal with the limited coherence afforded by the triangulated structure. We use and expand Neeman’s work on good morphisms of exact triangles. The talk will include examples from stable module categories of group algebras.
This video is part of the New Directions in Group Theory and Triangulated Categories seminar series.
