Earlier quoted context omitted.
If you don't mind expanding a little, I'd be interested to know why they're not suited to combinatorial optimization, and what they are in fact more suited to?
I have searched for a problem that they're more suited to, and I've come to the conclusion that GAs are in fact not known to work on any problem. They do "work" in the sense that sometimes they find an answer, but there are other algorithms that are much simpler and consistently outperform them (notably randomized hill climbing). Here is a paper that despite trying to prove the opposite, clearly shows that GAs are NO…
Yes, that's my opinion too. GAs model natural selection, which is extremely slow. The only reason it works in nature is the huge timescales and the lack of anything better (since it has to start from essentially nothing - there is no designer).