R-algebra vs algebra over a ring

R-algebra

algebra over a ring

noun
  • A module (over some ring) with an additional binary operation, a module-element-valued product between module elements, which is bilinear over module addition and scalar multiplication. (N.B.: such bilinearity implies distributivity of the module multiplication with respect to the module addition, which means that such a module is also a ring.) 

How often have the words R-algebra and algebra over a ring occurred in a corpus of books? (source: Google Ngram Viewer )