-
colimits then
correspond to the cone and
cocone Holim ← I ( F ) : ∗ → Top
Hocolim → I ( F ) : ∗ → Top {\displaystyle {\begin{aligned}{\underset {\leftarrow...
- X} by Thomason's
homotopy colimit theorem:
hocolim X ≃ N ( E X ) . {\displaystyle \operatorname {
hocolim} X\simeq N(EX).} Sometimes, this is
taken as...
-
topological spaces, the
homotopy colimit of
hocolim → ( X → f Y ↓ ) = C f {\displaystyle {\underset {\to }{\text{
hocolim}}}\left({\begin{matrix}X&\xrightarrow...
