S2-ring

Symbol-free definition
A commutative unital ring is said to be a S2-ring or to satisfy Serre's condition S2 if: Every associated prime of a [principal ideal generated by a non-zerodivisor in the ring is of codimension, and every associated prime of the zero ideal is of codimension 0.

Related properties

 * R0-ring
 * R1-ring
 * S1-ring