I think the following additional links are relevant:
http://homepages.inf.ed.ac.uk/da/mathwiki/
http://prover.cs.ru.nl/wiki.php
http://www.qedeq.org/ (sort of)
However, like David Lehavi I'm skeptical about the benefit of wikis over regular proof assistant technology. For me, the entrance barrier has always been learning the language and tactics of a proof assistant, not installing the software or adding something to the standard library (that is, I have never gotten that far, but if it's a problem, then it's a social one).
I agree with Tom Ridge that the time for a big collection of formal mathematics will come. But I think we should collect definitions, theorem statements, and proofs separately. That is, if a theorem is already widely known to be true, the proof should be optional, so it can be filled in later. A collection of formalized definitions and known facts would already be very useful, and most importantly, people working on different proofs can collaborate easily, whereas the formalization of definitions and theorem statements requires coordination. Of course, with current proof assistants, it's hard to be certain that definitions and statements are correct ...
