Given a commutative ring RR, a left RR-algebra is a left RR-module with a bilinear function (−)⋅(−):A×A→A(-)\cdot(-): A \times A \to A, and a right RR-algebra is a right RR-module with a bilinear function (−)⋅(−):A×A→A(-)\cdot(-): A \times A \to A.
Revision on March 15, 2022 at 00:03:40 by Anonymous?. See the history of this page for a list of all contributions to it.