My main issue with that definition is what makes it a useful prediction. Does a theory (for particle physics) that predicts the Higgs Boson more useful than one that didn't? If not, then before we collected the data to reject other theories they all would have been equal.
I would rather suggest that the properties of a good theory are best fitting existing data and having specific predictions for future measurements.
> Falsifiability, in this perspective, isn't a requirement in and of itself - it's a natural consequence of the requirement that theories be useful.
If you are of the opinion that any good theory is falsifiable (in the sense described in the article), then presumably you disagree with the rejection of falsifiability in the article. Where would you say the error in logic in the article is?