A short post on Galois theory in the context of commutative ring spectra
We revive the blog by delving down below characteristic classes, to the more geometric realm of secondary invariants and Chern-Simons forms.
We dive into Odins master thesis to learn about the spectral sequences of multicomplexes and how transferring homotopy saves the day.
We continue our exposition of spectral sequences by proving the convergence of the Leray-Serre spectral sequence, exploring exact couples and computing an example.
We start the blog by diving into a mini-series on spectral sequences, aiming to understand a master thesis on the topic.
