Property: (right/left) dual
Definition: (right dual) For every right ideal $B$, $r.ann(l.ann(B))=B$
Resources for learning about this property:
- C. Hajarnavis and N. Norton. On dual rings and their modules. (1985) @ .
- I. Kaplansky. Dual rings. (1948) @ .
- W. K. Nicholson and M. Yousif. On dual rings. (1999) @ .
(No metaproperty information retrieved.)