The Adams spectral sequence for the image-of-𝐽 spectrum
MUFr in nLab
![algebraic topology - Show that for Abelian groups $G$ and $H, \bigl[K(G, n), K(H, n)\bigr] \cong \operatorname{Hom}(G, H).$ - Mathematics Stack Exchange](https://i.stack.imgur.com/2mEf9.png "algebraic topology - Show that for Abelian groups $G$ and $H, \bigl[K(G, n), K(H, n)\bigr] \cong \operatorname{Hom}(G, H).$ - Mathematics Stack Exchange")
algebraic topology - Show that for Abelian groups $G$ and $H, \bigl[K(G, n), K(H, n)\bigr] \cong \operatorname{Hom}(G, H).$ - Mathematics Stack Exchange
Waldhausen Additivity: classical and quasicategorical | SpringerLink
INTRODUCTION TO STABLE ∞-CATEGORIES These notes are from my talk on ”Introduction to Stable ∞-categories.” in the course
Mapping cone (topology) - Wikipedia
Waldhausen Additivity: classical and quasicategorical | SpringerLink
mapping cone in nLab
Chromotopy
PDF) Framed motives of relative motivic spheres
Chromotopy
Baby examples of the Adams spectral sequence | Climbing Mount Bourbaki
STABLE ∞-CATEGORIES 1. Stable ∞-categories Definition: Let C be an ∞-category. An object c of C is called a zero object if
Purity theorem in motivic homotopy theory
Figure 4 from The Exotic $K(2)$-Local Picard Group at the Prime $2$ | Semantic Scholar
The homotopy types of Sp(3)-gauge groups - ScienceDirect
