added pointer to:

- Douglas Ravenel,
*What we still don’t know about loop spaces of spheres*, in: Mark Mahowald, Stewart Priddy (eds.),*Homotopy Theory via Algebraic Geometry and Group Representations*, Contemporary Mathematics**220**(1998) (pdf, doi:10.1090/conm/220)

added a section (here) with discussion of the homotopy fiber sequence

$\Omega^n A \xrightarrow{ hofib(ev_{\ast}) } Maps \big( ʃ S^n ,\, A \big) \xrightarrow{ ev_\ast } A$and the observation that

$\tau_{n}(A) \,\simeq\, A {\phantom{AAAAA}} \Rightarrow {\phantom{AAAAA}} Maps \big( ʃ S^{n+2} ,\, A \big) \underoverset {\in \mathrm{W}_{wh}} {ev_\ast} {\longrightarrow} A \,.$This should maybe rather go to an entry “free higher loop space” or similar, but since that doesn’t exist (yet), I’ll keep it here, for the time being.

]]>I changed John Adams (who I had never heard of) to John Frank Adams (i.e. Frank Adams) I only ever heard him called Frank Adams, and the ‘Frank’ should be visible in the citation.

]]>added ISBN and DOI to:

- John Adams,
*Infinite loop spaces*, Herrmann Weyl lectures at IAS, Princeton University Press (1978) (ISBN:9780691082066, doi:10.1515/9781400821259)

started a Properties-section, with material copied from other entries:

the rational cohomology of iterated loop spaces of spheres

the relation to configuration spaces of points