Author:
Bulman-Fleming Sydney,McDowell Kenneth
Abstract
If R is a ring with identity and M is a left R-module then it is well known that the following statements are equivalent:(1) M is flat.(2) The functor −⊗M preserves embeddings of right ideals into R.This paper investigates situations in which the analogous statements are equivalent in the context of S-sets over a monoid S.
Publisher
Cambridge University Press (CUP)
Cited by
21 articles.
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