Talk:Adams spectral sequence

Todo
Follow Fomenko-Fuchs construction in homotopical topology to get Adams spectral sequence (page 429)

Notation: $$X|_{n+1}$$ corresponds to the space where (page 365)

\pi_q(X|_{n+1}) = \begin{cases} \pi_q(X) & q > n \\ 0 & q \leq n \end{cases} $$

fibration

X|_{n+1} \to X \to K(\pi_{n}(X), n) $$

Also

X|_{n+1} \xrightarrow{K(\pi, n-1) } X $$ is the fibration

K(\pi_n(X), n-1) \to X_{n+1} \to X $$