As I understand it, a paradigm shift would include the abandonment of a concept. That is, the concept cannot be coherently expressed using the new terminology. For example, there's no way to express coherent concepts in things like Ptolomy's epicycles or Aristole's impetus. I think Kuhn would say that these examples are evidence that empirical science is socially mediated.
I'm not aware of any formerly prominent mathematical concepts that can't even be articulated with modern concepts. Because mathematics is non-empirical and therefore non-social, I would be surprised if they existed.
Aristole's impetus
A totally trivial nit pick, I admit, but there's no such thing as the Aristotelian theory of impetus. The theory of impetus was an anti-Aristotelian theory developed in the middle ages. Aristotle has no real dynamical theory.
Here's the new thread for posting quotes, with the usual rules: