**YASH PAUL**

*Ideals in antiflexible rings*

**Pages:** 207-210

**Received:** 21 December 1990

**Mathematics Subject Classification:** 17A30

**Abstract**
Let *R* be a right ideal of an antiflexible ring *A* with characteristic ≠ 2. If *R* is
maximal and nil, then *R* is a two-sided ideals. If *R* is minimal the it is either a
two-sided ideals, or the ideal it generates is contained in the middle nucleus of
*A*, rad *A* is contained in *P* for any primitive ideal *P* of *A*.