Johan Konter, Northwestern University
3:40 PM - 4:40 PM
We compare two different methods to compute mod 2 homology of an infinite loop space. The first comes from studying the Adams resolution and focuses on the homology of a space being a coalgebra. The second comes from studying the Goodwillie tower for infinite loops which homotopy product gives the homology an algebra structure.
There will be also be a pretalk from 2 to 3 p.m. in the same location.
Event contact: vlorman at ur dot rochester dot edu