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Homotopy theory, homological algebra, algebraic treatments of manifolds.

1 vote
1 answer
581 views

Bijection homotopy class of maps and homomorphisms of fundamental group

I was told there was a bijection between $[X;BG]$, the set of homotopy types of maps from a topological space $X$ to the classifying space $BG$, and the set of group homomorphisms $Hom(\pi_1 (X), G)$. …
Max Power's user avatar
3 votes
1 answer
294 views

Compatibility of Definitions of Universal G-bundles

In the book Fibre Bundles by Husemoller, universal G-bundles are introduced as bundles over a homotopy type $BG$, for which the cofunctor $[-,BG]\rightarrow k_G(-)$ is a natural isomorphism. Contrar …
Max Power's user avatar