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2 votes

$String/CP^{\infty}=Spin$ or a correction to this quotient group relation

The topological groups $String$ and $BS^1$ are - a priori - only defined up to homotopy equivalence. In that setting, it makes sense to talk about fibre sequences, but the question for a group ...
Konrad Waldorf's user avatar
3 votes

$String/CP^{\infty}=Spin$ or a correction to this quotient group relation

These are sequences not of groups, but of ∞-groups, which can be modeled as simplicial groups or topological groups, equipped with a class of weak equivalences induced from simplicial sets or ...
Dmitri Pavlov's user avatar

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